This math topic focuses on calculating elapsed time in a negative context, specifically determining how many minutes earlier the time shown on a second clock is compared to a first clock. Each problem presents two different times on separate analog clocks, and the objective is to find the time difference in minutes. The learners are provided with multiple-choice answers for each question, testing their ability to compute and understand time intervals correctly. This topic is a segment of a broader unit on negative elapsed time practice.
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How many minutes earlier is the second clock?
Earned ?
Math worksheet on 'Time - Elapsed Negative - Two Clocks To Minutes - One Minutes (Level 1)'. Part of a broader unit on 'Time - Elapsed Time, Negative - Intro' Learn online: app.mobius.academy/math/units/time_elapsed_negative_intro/ |
How many minutes earlier is the second clock? |
7 min |
82 min |
67 min |
37 min |
38 min |
8 min |
How many minutes earlier is the second clock? |
99 min |
84 min |
6 min |
24 min |
9 min |
39 min |
How many minutes earlier is the second clock? |
59 min |
74 min |
14 min |
31 min |
89 min |
46 min |
How many minutes earlier is the second clock? |
48 min |
123 min |
57 min |
12 min |
27 min |
33 min |
How many minutes earlier is the second clock? |
36 min |
9 min |
21 min |
126 min |
81 min |
51 min |
How many minutes earlier is the second clock? |
3 min |
63 min |
12 min |
108 min |
42 min |
18 min |
How many minutes earlier is the second clock? |
15 min |
30 min |
45 min |
0 min |
75 min |
60 min |