MATLAB® Test Report
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Timestamp: |
06-Oct-2025 17:09:47 |
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Host: |
runnervmwhb2z |
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Platform: |
glnxa64 |
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MATLAB Version: |
25.1.0.2973910 (R2025a) Update 1 |
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Number of Tests: |
42 |
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Testing Time: |
389.7450 seconds |
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Overall Result: |
PASSED |
Overview
/home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/
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189.0456 seconds |
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200.6994 seconds |
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Details
/home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/
SmokeTests
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=Antiderivatives.mlx
The test passed. Duration: 19.0702 seconds
Event:
Diagnostic logged.
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Timestamp: 06-Oct-2025 17:03:23 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_cb90dd19-4559-483f-beec-42aef28fe534.png
Event Location: SmokeTests[Project=matlab.project.Project]/SmokeRun(File=Antiderivatives.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SmokeTests.m (SmokeTests.SmokeRun) at 95 |
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=AntiderivativesPractice.mlx
The test passed. Duration: 1.1690 seconds
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=AntiderivativesViz.mlx
The test passed. Duration: 4.8286 seconds
Event:
Diagnostic logged.
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Timestamp: 06-Oct-2025 17:03:35 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_61b7b435-fd5d-4618-8fbe-bb3cd7f6820b.png
Event Location: SmokeTests[Project=matlab.project.Project]/SmokeRun(File=AntiderivativesViz.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SmokeTests.m (SmokeTests.SmokeRun) at 95 |
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=ByParts.mlx
The test passed. Duration: 13.3166 seconds
Events:
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:03:44 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_9ad507d3-1604-49d8-a41e-8c0d8936f812.png
Event Location: SmokeTests[Project=matlab.project.Project]/SmokeRun(File=ByParts.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SmokeTests.m (SmokeTests.SmokeRun) at 95 |
Diagnostic logged.
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Timestamp: 06-Oct-2025 17:03:48 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_e852f085-8043-4b70-838c-d608ea396bb8.png
Event Location: SmokeTests[Project=matlab.project.Project]/SmokeRun(File=ByParts.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SmokeTests.m (SmokeTests.SmokeRun) at 95 |
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:03:49 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_3944387f-2094-4c44-8d88-d6c67ff45e78.png
Event Location: SmokeTests[Project=matlab.project.Project]/SmokeRun(File=ByParts.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SmokeTests.m (SmokeTests.SmokeRun) at 95 |
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=ByPartsPractice.mlx
The test passed. Duration: 2.2445 seconds
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=ByPartsViz.mlx
The test passed. Duration: 6.6300 seconds
Events:
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:03:57 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_9ab72231-a54c-4b2e-95fb-52809a36af99.png
Event Location: SmokeTests[Project=matlab.project.Project]/SmokeRun(File=ByPartsViz.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SmokeTests.m (SmokeTests.SmokeRun) at 95 |
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:03:58 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_7571306c-9173-40d8-bdc2-3fb2635101ec.png
Event Location: SmokeTests[Project=matlab.project.Project]/SmokeRun(File=ByPartsViz.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SmokeTests.m (SmokeTests.SmokeRun) at 95 |
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=FundamentalTheorem.mlx
The test passed. Duration: 10.1022 seconds
Events:
Diagnostic logged.
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Timestamp: 06-Oct-2025 17:04:02 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_7c1a565e-5f4a-4b69-9042-0dbf07e82ae3.png
Event Location: SmokeTests[Project=matlab.project.Project]/SmokeRun(File=FundamentalTheorem.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SmokeTests.m (SmokeTests.SmokeRun) at 95 |
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:04:08 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_8b6d0107-0788-40ed-9309-98c545303487.png
Event Location: SmokeTests[Project=matlab.project.Project]/SmokeRun(File=FundamentalTheorem.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SmokeTests.m (SmokeTests.SmokeRun) at 95 |
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=FundamentalTheoremPractice.mlx
The test passed. Duration: 0.9009 seconds
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=FundamentalTheoremViz.mlx
The test passed. Duration: 6.4127 seconds
Events:
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:04:11 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_456b966f-64f4-4e02-998e-f67a0dc50c1c.png
Event Location: SmokeTests[Project=matlab.project.Project]/SmokeRun(File=FundamentalTheoremViz.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SmokeTests.m (SmokeTests.SmokeRun) at 95 |
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:04:15 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_c28b111f-6010-4a8d-b959-ad1b8c430690.png
Event Location: SmokeTests[Project=matlab.project.Project]/SmokeRun(File=FundamentalTheoremViz.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SmokeTests.m (SmokeTests.SmokeRun) at 95 |
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=Riemann.mlx
The test passed. Duration: 50.3355 seconds
Events:
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:05:03 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_77b29cf1-a444-45ae-ad81-0c4bec2dbdd1.png
Event Location: SmokeTests[Project=matlab.project.Project]/SmokeRun(File=Riemann.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SmokeTests.m (SmokeTests.SmokeRun) at 95 |
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:05:04 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_da2ca127-0a33-4148-950d-8854cce35073.png
Event Location: SmokeTests[Project=matlab.project.Project]/SmokeRun(File=Riemann.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SmokeTests.m (SmokeTests.SmokeRun) at 95 |
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:05:05 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_839a308e-4175-4988-9c64-3716fae1f2c3.png
Event Location: SmokeTests[Project=matlab.project.Project]/SmokeRun(File=Riemann.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SmokeTests.m (SmokeTests.SmokeRun) at 95 |
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:05:05 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_6a03f748-b730-4581-b687-d24525bbfdcb.png
Event Location: SmokeTests[Project=matlab.project.Project]/SmokeRun(File=Riemann.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SmokeTests.m (SmokeTests.SmokeRun) at 95 |
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:05:06 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_0874cb67-13f2-46be-9cb4-271eba6f137b.png
Event Location: SmokeTests[Project=matlab.project.Project]/SmokeRun(File=Riemann.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SmokeTests.m (SmokeTests.SmokeRun) at 95 |
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=RiemannViz.mlx
The test passed. Duration: 35.3022 seconds
Event:
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:05:41 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_aa6439ce-cef3-4f81-b3d1-83400c7dfff1.png
Event Location: SmokeTests[Project=matlab.project.Project]/SmokeRun(File=RiemannViz.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SmokeTests.m (SmokeTests.SmokeRun) at 95 |
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=Substitution.mlx
The test passed. Duration: 23.8909 seconds
Event:
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:06:02 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_2539ab0b-5c69-4dcc-973c-d59fae648b5e.png
Event Location: SmokeTests[Project=matlab.project.Project]/SmokeRun(File=Substitution.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SmokeTests.m (SmokeTests.SmokeRun) at 95 |
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=SubstitutionPractice.mlx
The test passed. Duration: 0.9468 seconds
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=SubstitutionViz.mlx
The test passed. Duration: 13.8955 seconds
Event:
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:06:20 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_dc3a536a-b742-49f4-bd29-e32b7beb7286.png
Event Location: SmokeTests[Project=matlab.project.Project]/SmokeRun(File=SubstitutionViz.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SmokeTests.m (SmokeTests.SmokeRun) at 95 |
(Overview)
SolnSmokeTests
ExistSolns
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=Antiderivatives.mlx
The test passed. Duration: 0.0792 seconds
(Overview)
ExistSolns
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=AntiderivativesPractice.mlx
The test passed. Duration: 0.0074 seconds
(Overview)
ExistSolns
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=AntiderivativesViz.mlx
The test passed. Duration: 0.0073 seconds
(Overview)
ExistSolns
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=ByParts.mlx
The test passed. Duration: 0.0088 seconds
(Overview)
ExistSolns
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=ByPartsPractice.mlx
The test passed. Duration: 0.0098 seconds
(Overview)
ExistSolns
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=ByPartsViz.mlx
The test passed. Duration: 0.0071 seconds
(Overview)
ExistSolns
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=FundamentalTheorem.mlx
The test passed. Duration: 0.0064 seconds
(Overview)
ExistSolns
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=FundamentalTheoremPractice.mlx
The test passed. Duration: 0.0060 seconds
(Overview)
ExistSolns
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=FundamentalTheoremViz.mlx
The test passed. Duration: 0.0058 seconds
(Overview)
ExistSolns
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=Riemann.mlx
The test passed. Duration: 0.0056 seconds
(Overview)
ExistSolns
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=RiemannViz.mlx
The test passed. Duration: 0.0056 seconds
(Overview)
ExistSolns
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=Substitution.mlx
The test passed. Duration: 0.0055 seconds
(Overview)
ExistSolns
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=SubstitutionPractice.mlx
The test passed. Duration: 0.0059 seconds
(Overview)
ExistSolns
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=SubstitutionViz.mlx
The test passed. Duration: 0.0058 seconds
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=Antiderivatives.mlx
The test passed. Duration: 8.1997 seconds
Event:
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:06:26 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_e2245162-9648-4f96-9313-d71e3b5078e4.png
Event Location: SolnSmokeTests[Project=matlab.project.Project]/SmokeRun(File=Antiderivatives.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SolnSmokeTests.m (SolnSmokeTests.SmokeRun) at 111 |
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=AntiderivativesPractice.mlx
The test passed. Duration: 0.6440 seconds
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=AntiderivativesViz.mlx
The test passed. Duration: 32.2720 seconds
Event:
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:07:01 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_98d242ca-866f-4851-ad06-e0558f4ce4e6.png
Event Location: SolnSmokeTests[Project=matlab.project.Project]/SmokeRun(File=AntiderivativesViz.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SolnSmokeTests.m (SolnSmokeTests.SmokeRun) at 111 |
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=ByParts.mlx
The test passed. Duration: 11.7481 seconds
Events:
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:07:09 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_68d2ab30-4df9-418e-9614-8ca5ebbd191c.png
Event Location: SolnSmokeTests[Project=matlab.project.Project]/SmokeRun(File=ByParts.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SolnSmokeTests.m (SolnSmokeTests.SmokeRun) at 111 |
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:07:13 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_e5a37573-02cb-4ede-8332-492b9a42c067.png
Event Location: SolnSmokeTests[Project=matlab.project.Project]/SmokeRun(File=ByParts.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SolnSmokeTests.m (SolnSmokeTests.SmokeRun) at 111 |
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:07:13 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_38a01cf5-fdda-46b7-b8df-717cc8a516aa.png
Event Location: SolnSmokeTests[Project=matlab.project.Project]/SmokeRun(File=ByParts.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SolnSmokeTests.m (SolnSmokeTests.SmokeRun) at 111 |
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=ByPartsPractice.mlx
The test passed. Duration: 2.1687 seconds
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=ByPartsViz.mlx
The test passed. Duration: 6.7524 seconds
Events:
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:07:21 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_0eb6770a-5241-4edb-941d-0a2057e84405.png
Event Location: SolnSmokeTests[Project=matlab.project.Project]/SmokeRun(File=ByPartsViz.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SolnSmokeTests.m (SolnSmokeTests.SmokeRun) at 111 |
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:07:22 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_d50091f5-def7-4eb1-969c-069b03cb892a.png
Event Location: SolnSmokeTests[Project=matlab.project.Project]/SmokeRun(File=ByPartsViz.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SolnSmokeTests.m (SolnSmokeTests.SmokeRun) at 111 |
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=FundamentalTheorem.mlx
The test passed. Duration: 8.1585 seconds
Events:
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:07:24 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_420f1c30-fa68-42b2-94f8-cc83ffc365f8.png
Event Location: SolnSmokeTests[Project=matlab.project.Project]/SmokeRun(File=FundamentalTheorem.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SolnSmokeTests.m (SolnSmokeTests.SmokeRun) at 111 |
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:07:30 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_026f9012-d867-4228-84fe-928350938ca1.png
Event Location: SolnSmokeTests[Project=matlab.project.Project]/SmokeRun(File=FundamentalTheorem.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SolnSmokeTests.m (SolnSmokeTests.SmokeRun) at 111 |
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=FundamentalTheoremPractice.mlx
The test passed. Duration: 0.2700 seconds
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=FundamentalTheoremViz.mlx
The test passed. Duration: 6.6576 seconds
Events:
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:07:33 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_c3020808-a6a0-4e28-8369-033bef95349c.png
Event Location: SolnSmokeTests[Project=matlab.project.Project]/SmokeRun(File=FundamentalTheoremViz.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SolnSmokeTests.m (SolnSmokeTests.SmokeRun) at 111 |
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:07:37 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_dff2f221-f421-4cae-8f64-85dfe88cb619.png
Event Location: SolnSmokeTests[Project=matlab.project.Project]/SmokeRun(File=FundamentalTheoremViz.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SolnSmokeTests.m (SolnSmokeTests.SmokeRun) at 111 |
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=Riemann.mlx
The test passed. Duration: 48.5916 seconds
Events:
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:08:23 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_bc1583a3-89e7-4b12-936b-cfb91005f9a7.png
Event Location: SolnSmokeTests[Project=matlab.project.Project]/SmokeRun(File=Riemann.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SolnSmokeTests.m (SolnSmokeTests.SmokeRun) at 111 |
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:08:24 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_f7e0745a-03fd-4e7d-a91a-7faed65b5a78.png
Event Location: SolnSmokeTests[Project=matlab.project.Project]/SmokeRun(File=Riemann.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SolnSmokeTests.m (SolnSmokeTests.SmokeRun) at 111 |
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:08:25 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_502c3dec-c1f3-4536-88b3-e19420c6cece.png
Event Location: SolnSmokeTests[Project=matlab.project.Project]/SmokeRun(File=Riemann.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SolnSmokeTests.m (SolnSmokeTests.SmokeRun) at 111 |
Diagnostic logged.
|
Timestamp: 06-Oct-2025 17:08:25 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_0d0553c2-a090-433e-8424-8eba1d14edbd.png
Event Location: SolnSmokeTests[Project=matlab.project.Project]/SmokeRun(File=Riemann.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SolnSmokeTests.m (SolnSmokeTests.SmokeRun) at 111 |
Diagnostic logged.
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Timestamp: 06-Oct-2025 17:08:26 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_39264c7e-01fe-4e10-a645-2e579fc01453.png
Event Location: SolnSmokeTests[Project=matlab.project.Project]/SmokeRun(File=Riemann.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SolnSmokeTests.m (SolnSmokeTests.SmokeRun) at 111 |
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=RiemannViz.mlx
The test passed. Duration: 36.6344 seconds
Event:
Diagnostic logged.
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Timestamp: 06-Oct-2025 17:09:02 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_ebdcaf0b-f27c-4072-addb-7682330343ce.png
Event Location: SolnSmokeTests[Project=matlab.project.Project]/SmokeRun(File=RiemannViz.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SolnSmokeTests.m (SolnSmokeTests.SmokeRun) at 111 |
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=Substitution.mlx
The test passed. Duration: 23.2399 seconds
Event:
Diagnostic logged.
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Timestamp: 06-Oct-2025 17:09:23 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_82015228-011b-4f15-a14a-67243632594b.png
Event Location: SolnSmokeTests[Project=matlab.project.Project]/SmokeRun(File=Substitution.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SolnSmokeTests.m (SolnSmokeTests.SmokeRun) at 111 |
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=SubstitutionPractice.mlx
The test passed. Duration: 0.7040 seconds
(Overview)
SmokeRun
Class Setup Parameters: Project=matlab.project.Project
Test Parameters: File=SubstitutionViz.mlx
The test passed. Duration: 14.4923 seconds
Event:
Diagnostic logged.
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Timestamp: 06-Oct-2025 17:09:41 Verbosity: Terse Logged Diagnostic: Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_61da5811-5940-4466-8dd6-20f548c77fcb.png
Event Location: SolnSmokeTests[Project=matlab.project.Project]/SmokeRun(File=SubstitutionViz.mlx) Stack: In /home/runner/work/Calculus-Integrals/Calculus-Integrals/SoftwareTests/SolnSmokeTests.m (SolnSmokeTests.SmokeRun) at 111 |
(Overview)
Command Window Text
Running SmokeTests >> Running Antiderivatives.mlx Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Values initialized for Antiderivative Practice. Calculate the integral: F(z) == int(-20*sin(2*z), z) When simplified, this function is: r That is incorrect. The correct answer is: correctAnswer = C - 20*sin(z)^2 Please try again with a new problem. The overall success rate is 0.0% on 1 total problems Please do at least five problems. [Terse] Diagnostic logged (2025-10-06 17:03:23): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_cb90dd19-4559-483f-beec-42aef28fe534.png .>> Running AntiderivativesPractice.mlx Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Please attempt the problem before submitting. Values initialized for Antiderivative Practice. Calculate the integral: F(t) == int(-100*sin(10*t), t) When simplified, this function is: r That is incorrect. The correct answer is: correctAnswer = C + 10*cos(10*t) Please try again with a new problem. The overall success rate is 0.0% on 1 total problems Please do at least five problems. .>> Running AntiderivativesViz.mlx [Terse] Diagnostic logged (2025-10-06 17:03:35): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_61b7b435-fd5d-4618-8fbe-bb3cd7f6820b.png .>> Running ByParts.mlx Calculate the integral: F(x) == int(-x^3*log(3*x), x) When simplified, this function is: r That is incorrect. The correct answer is: correctAnswer = C - (x^4*(log(3*x) - 1/4))/4 Please try again with a new problem. Calculate the integral: F(x) == int(-x*sin(x - 3), x) When simplified, this function is: r That is incorrect. The correct answer is: correctAnswer = C - sin(x - 3) + x*cos(x - 3) Please try again with a new problem. Calculate the integral: F(r) == int(2*exp(- r - 3)*cos(3*r + 1), r) When simplified, this function is: r That is incorrect. The correct answer is: correctAnswer = C - exp(- r - 3)*(cos(3*r + 1)/5 - (3*sin(3*r + 1))/5) Please try again with a new problem. Values initialized for Integration by Parts Practice. Calculate the integral: F(r) == int(-3*r*cos(2*r - 1), r) When simplified, this function is: r That is incorrect. The correct answer is: correctAnswer = C - (3*cos(2*r - 1))/4 - (3*r*sin(2*r - 1))/2 Please try again with a new problem. The overall success rate is 0.0% on 1 total problems Please do at least five problems. [Terse] Diagnostic logged (2025-10-06 17:03:44): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_9ad507d3-1604-49d8-a41e-8c0d8936f812.png [Terse] Diagnostic logged (2025-10-06 17:03:48): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_e852f085-8043-4b70-838c-d608ea396bb8.png [Terse] Diagnostic logged (2025-10-06 17:03:49): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_3944387f-2094-4c44-8d88-d6c67ff45e78.png .>> Running ByPartsPractice.mlx Calculate the integral: F(z) == int(-z^2*log(3*z), z) When simplified, this function is: r That is incorrect. The correct answer is: correctAnswer = C - (z^3*(log(3*z) - 1/3))/3 Please try again with a new problem. Calculate the integral: F(z) == int(z^3*cos(3*z - 1), z) When simplified, this function is: r That is incorrect. The correct answer is: correctAnswer = C - (2*cos(3*z - 1))/27 - (2*z*sin(3*z - 1))/9 + (z^2*cos(3*z - 1))/3 + (z^3*sin(3*z - 1))/3 Please try again with a new problem. Calculate the integral: F(r) == int(3*exp(- (2*r)/3 + 3)*sin(2*r - 1), r) When simplified, this function is: r That is incorrect. The correct answer is: correctAnswer = C - exp(3 - (2*r)/3)*((27*cos(2*r - 1))/20 + (9*sin(2*r - 1))/20) Please try again with a new problem. Values initialized for Integration by Parts Practice. Calculate the integral: F(t) == int(-t^3*exp(2*t), t) When simplified, this function is: r That is incorrect. The correct answer is: correctAnswer = C - (exp(2*t)*(8*t^3 - 12*t^2 + 12*t - 6))/16 Please try again with a new problem. The overall success rate is 0.0% on 1 total problems Please do at least five problems. .>> Running ByPartsViz.mlx [Terse] Diagnostic logged (2025-10-06 17:03:57): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_9ab72231-a54c-4b2e-95fb-52809a36af99.png [Terse] Diagnostic logged (2025-10-06 17:03:58): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_7571306c-9173-40d8-bdc2-3fb2635101ec.png .>> Running FundamentalTheorem.mlx Values initialized for Antiderivative Practice. If the integral does not exist, use DNE. If the integral diverges towards positive or negative infinity, use Inf or -Inf, as appropriate. Remember that exp(x) is the notation for $e^x$ in MATLAB. Calculate the integral: F(t) == int(8*exp(-4*t), t, 0, -3) When simplified, this function is: 0 That is incorrect. Remember to be precise. The correct answer is: int(8*exp(-4*t), t, 0, -3) == - 2*exp(12) + 2 Please try again with a new problem. The overall success rate is 0.0% on 1 total problems Please do at least five problems. [Terse] Diagnostic logged (2025-10-06 17:04:02): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_7c1a565e-5f4a-4b69-9042-0dbf07e82ae3.png [Terse] Diagnostic logged (2025-10-06 17:04:08): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_8b6d0107-0788-40ed-9309-98c545303487.png .>> Running FundamentalTheoremPractice.mlx Values initialized for Antiderivative Practice. If the integral does not exist, use DNE. If the integral diverges towards positive or negative infinity, use INF or -INF, as appropriate. Calculate the integral: F(t) == int(10*cos(2*t), t, -3, 3) When simplified, this function is: 0 That is incorrect. Remember to be precise. The correct answer is: correctAnswer = 10*sin(6) Please try again with a new problem. The overall success rate is 0.0% on 1 total problems Please do at least five problems. .>> Running FundamentalTheoremViz.mlx [Terse] Diagnostic logged (2025-10-06 17:04:11): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_456b966f-64f4-4e02-998e-f67a0dc50c1c.png [Terse] Diagnostic logged (2025-10-06 17:04:15): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_c28b111f-6010-4a8d-b959-ad1b8c430690.png .>> Running Riemann.mlx [Terse] Diagnostic logged (2025-10-06 17:05:03): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_77b29cf1-a444-45ae-ad81-0c4bec2dbdd1.png [Terse] Diagnostic logged (2025-10-06 17:05:04): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_da2ca127-0a33-4148-950d-8854cce35073.png [Terse] Diagnostic logged (2025-10-06 17:05:05): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_839a308e-4175-4988-9c64-3716fae1f2c3.png [Terse] Diagnostic logged (2025-10-06 17:05:05): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_6a03f748-b730-4581-b687-d24525bbfdcb.png [Terse] Diagnostic logged (2025-10-06 17:05:06): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_0874cb67-13f2-46be-9cb4-271eba6f137b.png . >> Running RiemannViz.mlx [Terse] Diagnostic logged (2025-10-06 17:05:41): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_aa6439ce-cef3-4f81-b3d1-83400c7dfff1.png .>> Running Substitution.mlx Please attempt to solve this problem before submitting. Please attempt to solve this problem before submitting. Please attempt to solve this problem before submitting. Please attempt to solve this problem before submitting. The step size is dx =0.75. Therefore, the step size shown is dg = 0.11594 and the initial point is g_0=1.8085. Values initialized for Substitution Practice. Remember that log(x) is the notation for a natural logarithm of x in MATLAB. Calculate the integral: F(z) == int(- 2/(log(z - 3)^2*(z - 3)) + (6*log(z - 3)^2)/(z - 3), z) When simplified, this function is: C + 1/(4*cos(4*t)) + 1/(8*cos(4*t)^2) + 1/(64*cos(4*t)^3) That is incorrect. The correct answer is: correctAnswer = C + (2*(log(z - 3)^4 + 1))/log(z - 3) Please try again with a new problem. The overall success rate is 0.0% on 1 total problems Please do at least five problems. [Terse] Diagnostic logged (2025-10-06 17:06:02): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_2539ab0b-5c69-4dcc-973c-d59fae648b5e.png .>> Running SubstitutionPractice.mlx Please attempt to solve this problem before submitting. Please attempt to solve this problem before submitting. Please attempt to solve this problem before submitting. Please attempt to solve this problem before submitting. Values initialized for Substitution Practice. Remember that log(x) is the notation for a natural logarithm of x in MATLAB. Calculate the integral: F(x) == int(-(30*sin(5*log(3*x - 5)))/(3*x - 5), x) When simplified, this function is: r That is incorrect. The correct answer is: correctAnswer = C + 2*cos(5*log(3*x - 5)) Please try again with a new problem. The overall success rate is 0.0% on 1 total problems Please do at least five problems. .>> Running SubstitutionViz.mlx The step size shown is dx = 0.75 and the initial point is x_0=1.1. [Terse] Diagnostic logged (2025-10-06 17:06:20): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_dc3a536a-b742-49f4-bd29-e32b7beb7286.png . Done SmokeTests __________ Running SolnSmokeTests .......... ....>> Running AntiderivativesSoln.mlx This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. [Terse] Diagnostic logged (2025-10-06 17:06:26): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_e2245162-9648-4f96-9313-d71e3b5078e4.png .>> Running AntiderivativesPracticeSoln.mlx This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. This solution is correct. .>> Running AntiderivativesVizSoln.mlx [Terse] Diagnostic logged (2025-10-06 17:07:01): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_98d242ca-866f-4851-ad06-e0558f4ce4e6.png .>> Running ByPartsSoln.mlx [Terse] Diagnostic logged (2025-10-06 17:07:09): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_68d2ab30-4df9-418e-9614-8ca5ebbd191c.png [Terse] Diagnostic logged (2025-10-06 17:07:13): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_e5a37573-02cb-4ede-8332-492b9a42c067.png [Terse] Diagnostic logged (2025-10-06 17:07:13): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_38a01cf5-fdda-46b7-b8df-717cc8a516aa.png .>> Running ByPartsPracticeSoln.mlx Calculate the integral: F(t) == int(-2*t*log(3*t), t) When simplified, this function is: C - (3*log(3*t))/(2*t^2) - 3/(4*t^2) That is incorrect. The correct answer is: correctAnswer = C - t^2*(log(3*t) - 1/2) Please try again with a new problem. Calculate the integral: F(z) == int(-z^2*sin(z - 2), z) When simplified, this function is: C - cos(3*x - 3)*(- x^3/3 + (2*x)/9) - sin(3*x - 3)*(x^2/3 - 2/27) That is incorrect. The correct answer is: correctAnswer = C - 2*cos(z - 2) - 2*z*sin(z - 2) + z^2*cos(z - 2) Please try again with a new problem. Calculate the integral: F(x) == int(-exp((3*x)/2 - 4)*cos(3*x - 2), x) When simplified, this function is: C - (9*exp(- r - 3)*(cos(3*r + 1)/9 - sin(3*r + 1)/3))/5 That is incorrect. The correct answer is: correctAnswer = C - exp((3*x)/2 - 4)*((2*cos(3*x - 2))/15 + (4*sin(3*x - 2))/15) Please try again with a new problem. .>> Running ByPartsVizSoln.mlx [Terse] Diagnostic logged (2025-10-06 17:07:21): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_0eb6770a-5241-4edb-941d-0a2057e84405.png [Terse] Diagnostic logged (2025-10-06 17:07:22): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_d50091f5-def7-4eb1-969c-069b03cb892a.png . >> Running FundamentalTheoremSoln.mlx [Terse] Diagnostic logged (2025-10-06 17:07:24): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_420f1c30-fa68-42b2-94f8-cc83ffc365f8.png [Terse] Diagnostic logged (2025-10-06 17:07:30): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_026f9012-d867-4228-84fe-928350938ca1.png .>> Running FundamentalTheoremPracticeSoln.mlx .>> Running FundamentalTheoremVizSoln.mlx [Terse] Diagnostic logged (2025-10-06 17:07:33): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_c3020808-a6a0-4e28-8369-033bef95349c.png [Terse] Diagnostic logged (2025-10-06 17:07:37): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_dff2f221-f421-4cae-8f64-85dfe88cb619.png .>> Running RiemannSoln.mlx [Terse] Diagnostic logged (2025-10-06 17:08:23): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_bc1583a3-89e7-4b12-936b-cfb91005f9a7.png [Terse] Diagnostic logged (2025-10-06 17:08:24): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_f7e0745a-03fd-4e7d-a91a-7faed65b5a78.png [Terse] Diagnostic logged (2025-10-06 17:08:25): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_502c3dec-c1f3-4536-88b3-e19420c6cece.png [Terse] Diagnostic logged (2025-10-06 17:08:25): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_0d0553c2-a090-433e-8424-8eba1d14edbd.png [Terse] Diagnostic logged (2025-10-06 17:08:26): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_39264c7e-01fe-4e10-a645-2e579fc01453.png .>> Running RiemannVizSoln.mlx [Terse] Diagnostic logged (2025-10-06 17:09:02): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_ebdcaf0b-f27c-4072-addb-7682330343ce.png .>> Running SubstitutionSoln.mlx Correct. dg/dx == 15*x^4 Correct. The new measure is dg == 15*dx*x^4 Correct. f(g) == sin(g) Correct. int(15*sin(3*x^5)*x^4, x) == C - cos(3*x^5) Correct. du/dt == 1/(t^2 + 5) - (2*t*(t + 1))/(t^2 + 5)^2 Correct. The new measure is du == dt*(1/(t^2 + 5) - (2*t*(t + 1))/(t^2 + 5)^2) Correct. f(u) == u^(2/3) You have the correct values for the bounds of the integral: u(a) == 1/3 and u(b) == 2/7 Correct, the value of this integral is - 3^(1/3)/15 + (6*28^(1/3))/245 == -0.021784527144627327053313884102209 Correct. dq/dr == exp(r) Correct. The new measure is dq == dr*exp(r) Correct. f(q) == cos(q) Correct. int(exp(r)*cos(exp(r) - 17), r) == C + sin(exp(r) - 17) Correct. dg/dw == 2*w Correct. The new measure for the first integral is dg == 2*dw*w Correct. f(g) == log(g)^7/(2*g) You have the correct values for the bounds of the first integral: g(a) == 2 and g(b) == 5 You have the correct values for the bounds of the second integral: u(a) == log(2) and u(b) == log(5) Correct. The new measure for the second integral is du == 2*dw*w and the integrand is f(u) == u^7/2 Correct, the value of this integral is int(log(1 + w^2)^7*(w/(1 + w^2)), w, -1, 2) == - log(2)^8/16 + log(5)^8/16 The step size is dx =0.75. Therefore, the step size shown is dg = 0.18008 and the initial point is g_0=1.3353. [Terse] Diagnostic logged (2025-10-06 17:09:23): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_82015228-011b-4f15-a14a-67243632594b.png .>> Running SubstitutionPracticeSoln.mlx Correct. dg/dx == 15*x^4 Correct. The new measure is dg == 15*dx*x^4 Correct. f(g) == sin(g) Correct. int(15*sin(3*x^5)*x^4, x) == C - cos(3*x^5) Correct. du/dt == 1/(t^2 + 5) - (2*t*(t + 1))/(t^2 + 5)^2 Correct. The new measure is du == dt*(1/(t^2 + 5) - (2*t*(t + 1))/(t^2 + 5)^2) Correct. f(u) == u^(2/3) You have the correct values for the bounds of the integral: u(a) == 1/3 and u(b) == 2/7 Correct, the value of this integral is - 3^(1/3)/15 + (6*28^(1/3))/245 == -0.021784527144627327053313884102209 Correct. dq/dr == exp(r) Correct. The new measure is dq == dr*exp(r) Correct. f(q) == cos(q) Correct. int(exp(r)*cos(exp(r) - 17), r) == C + sin(exp(r) - 17) Correct. dg/dw == 2*w Correct. The new measure for the first integral is dg == 2*dw*w Correct. f(g) == log(g)^7/(2*g) You have the correct values for the bounds of the first integral: g(a) == 2 and g(b) == 5 You have the correct values for the bounds of the second integral: u(a) == log(2) and u(b) == log(5) Correct. The new measure for the second integral is du == 2*dw*w and the integrand is f(u) == u^7/2 Correct, the value of this integral is int(log(1 + w^2)^7*(w/(1 + w^2)), w, -1, 2) == - log(2)^8/16 + log(5)^8/16 .>> Running SubstitutionVizSoln.mlx The step size shown is dx = 0.75 and the initial point is x_0=1.1. [Terse] Diagnostic logged (2025-10-06 17:09:41): Figure saved to: --> /tmp/ea4ad6b6-aac9-490b-8ddb-545adf21a007/Figure_61da5811-5940-4466-8dd6-20f548c77fcb.png . Done SolnSmokeTests __________