Measurement & Time

Problem

Read a mirrored clock, then find elapsed time

Two clocks are shown as seen in a mirror. Read correctly, the 'fell asleep' clock is 4:52 and the 'woke up' clock is 5:37. Find how long Noah napped, in hours and minutes.
12 1 2 3 4 5 6 7 8 9 10 11 fell asleep 12 1 2 3 4 5 6 7 8 9 10 11 woke up
Measurement & data
Your answer
How to solve
Strategy Visualize Spatial Relationships — First mentally flip each mirrored clock to read the true time, then find the elapsed time between the two real times by adding a jump to the next o'clock plus the leftover minutes.
1STEP 1

Un-mirror both clocks

Flipping the mirror images back to normal reads the true times: fell asleep at 4:52, woke up at 5:37.

asleep 4{:}52, awake 5{:}37
2STEP 2

Jump from 4:52 to 5:00

From 4:52 it takes 8 minutes to reach 5:00.

60 - 52 = 8 → 4{:}52 + 8 = 5{:}00
3STEP 3

Add the minutes to 5:37

From 5:00 to 5:37 is another 37 minutes, so the whole nap is 8 + 37 minutes.

8 + 37 = 45 minutes
Answer
45 minutes (0 hours 45 minutes)
Check by adding: 4:52 + 45 minutes = 5:37, which matches the wake-up time. The nap is under an hour, consistent with the times being only 45 minutes apart.
Takeaway

Flip the mirror clock in your head, then count the minutes to the next time: Grade 3 clock-reading plus a spatial flip!

  • Un-mirror both clocks
  • Jump from 4:52 to 5:00
  • Add the minutes to 5:37
Where next?
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