This math topic focuses on calculating the elapsed time between two given times, displayed on clocks, to the nearest quarter hour. Students are required to determine how many minutes have passed from the time shown on the first clock to the second. Each problem presents a pair of clock faces with different times, and students need to calculate the time difference expressed in minutes. The problems aim to enhance a student's understanding of time, particularly in handling and computing the differences to improve time-reading and arithmetic skills related to time.
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How many minutes later is the second clock?
Earned ?
Math worksheet on 'Time - Elapsed - Two Clocks To Minutes - Quarter Hours (Level 2)'. Part of a broader unit on 'Time - Elapsed Time - Advanced' Learn online: app.mobius.academy/math/units/time_elapsed_advanced/ |
How many minutes later is the second clock? |
77 mins |
92 mins |
32 mins |
62 mins |
28 mins |
107 mins |
How many minutes later is the second clock? |
77 mins |
2 mins |
62 mins |
43 mins |
73 mins |
88 mins |
How many minutes later is the second clock? |
27 mins |
87 mins |
33 mins |
3 mins |
72 mins |
18 mins |
How many minutes later is the second clock? |
76 mins |
91 mins |
61 mins |
151 mins |
46 mins |
166 mins |
How many minutes later is the second clock? |
16 mins |
1 min |
59 mins |
29 mins |
74 mins |
91 mins |
How many minutes later is the second clock? |
87 mins |
72 mins |
3 mins |
57 mins |
93 mins |
27 mins |
How many minutes later is the second clock? |
42 mins |
57 mins |
93 mins |
102 mins |
3 mins |
108 mins |