WS1 instance for Dev User

WS1 Summary: Dev User (dev@example.com)

UID dev@example.com
Name Dev User
Role Staff
Instance 1 (student view)
Fingerprint Changes 6
Points 0 /10
Score
0%
Statistics Not included
Date started 2026-08-04 16:40:07 (CDT)
Duration 0s

WS1 Questions: Dev User (dev@example.com)

Student question Instructor question Auto-grading points Manual grading points Awarded points Percentage score Actions
S-WS1.1. (student view) I-1. demo/demoNewton-page1 (instructor view) /5 /5
0%
S-WS1.2. (student view) I-2. demo/demoNewton-page2 (instructor view) /5 /5
0%

WS1 Statistics: Dev User (dev@example.com)

Instructor question Some submission Some perfect submission Some nonzero submission First submission score Last submission score Max submission score Average submission score
I-1. demo/demoNewton-page1
I-2. demo/demoNewton-page2

WS1 Log: Dev User (dev@example.com)

Click on a column header to sort. Shift-click on a second header to sub-sort. Download XC_101_SectionA_WS1_dev_example_com_1_log.csv. Uploaded student files are not shown above or in the CSV file. Student files can be downloaded on the Downloads tab.
Time User Fingerprint Event Instructor question Student question Data
2026-08-04 16:40:07 (CDT) dev@example.com Begin
2026-08-04 16:40:07 (CDT) dev@example.com Open {"date_limit":"Unlimited","time_limit":"Unlimited","remaining_time":"Unlimited"}
2026-08-04 16:40:07 (CDT) dev@example.com View assessment overview
2026-08-04 16:40:15 (CDT) dev@example.com New variant 1. demo/demoNewton-page1 S-WS1.1#1 {"params":{"laws":[{"key":"a","html":"\n In an inertial frame of reference, the vector sum of the forces $F$ on an object is equal to the mass $m$ of\n that object multiplied by the acceleration $a$ of the object (assuming a constant mass).\n ","feedback":null},{"key":"b","html":"\n In an inertial frame of reference, an object remains at rest unless acted upon by a force.\n ","feedback":null},{"key":"c","html":"\n In an inertial frame of reference, an object either remains at rest or continues to move at a constant velocity,\n unless acted upon by a force.\n ","feedback":null}]},"options":{},"true_answer":{"laws":[{"key":"a","html":"\n In an inertial frame of reference, the vector sum of the forces $F$ on an object is equal to the mass $m$ of\n that object multiplied by the acceleration $a$ of the object (assuming a constant mass).\n ","feedback":null},{"key":"c","html":"\n In an inertial frame of reference, an object either remains at rest or continues to move at a constant velocity,\n unless acted upon by a force.\n ","feedback":null}]},"variant_seed":"ng4760"}
2026-08-04 16:40:15 (CDT) dev@example.com View variant 1. demo/demoNewton-page1 S-WS1.1#1
2026-08-04 16:40:22 (CDT) dev@example.com View assessment overview
2026-08-04 16:40:45 (CDT) dev@example.com View assessment overview
2026-08-04 16:42:58 (CDT) dev@example.com New variant 2. demo/demoNewton-page2 S-WS1.2#1 {"params":{"ma":8},"options":{},"true_answer":{"F":80},"variant_seed":"z2i05y"}
2026-08-04 16:42:58 (CDT) dev@example.com View variant 2. demo/demoNewton-page2 S-WS1.2#1
2026-08-04 17:09:33 (CDT) dev@example.com View variant 1. demo/demoNewton-page1 S-WS1.1#1
2026-08-04 17:12:50 (CDT) dev@example.com View variant 2. demo/demoNewton-page2 S-WS1.2#1
2026-08-04 20:38:30 (CDT) dev@example.com View assessment overview
2026-08-04 20:42:10 (CDT) dev@example.com View assessment overview
2026-08-04 21:41:47 (CDT) dev@example.com View variant 1. demo/demoNewton-page1 S-WS1.1#1