Problem
Jump one whole hour
From 1:20 to 2:20, exactly 1 hour passes.
Raising the hour by one while keeping the same minute mark is exactly a one-hour hop on the time line.
Draw A Diagram3.MD.A.1TimeCount the leftover minutes
From 2:20 to 2:40 the minute hand moves from 20 to 40, which is 20 minutes.
Within the same hour, subtracting the minute numbers directly gives the extra time — since the hour hasn't changed, comparing minutes alone is enough.
Identify Subproblems2.MD.C.7TimeAdd both parts for the total time
Adding 1 hour and 20 minutes gives a total of 1 hour 20 minutes.
The two jumps sit end to end on the time line — the first ends at 2:20, exactly where the second begins — so adding them covers the whole elapsed time with nothing skipped or double-counted.
Identify Subproblems3.MD.A.1TimeThe whole elapsed time from 1:20 to 2:40 equals the 1-hour jump plus the 20-minute jump added together.
Why?
On the time line the two jumps sit end to end — the first ends at 2:20, exactly where the second begins — so together they reach from 1:20 all the way to 2:40 with nothing skipped and nothing counted twice.
Why?
When pieces cover a whole span leaving no gap and no overlap, their lengths add back to the length of the whole span.
The gap between two clock times is a duration. Hop the whole hour first, then add the leftover minutes to get the total elapsed time.
- 1:20 → 2:20 = 1 hour
- 2:20 → 2:40 = 20 minutes
- Add both parts → 1 hour 20 minutes