Primary 5 Foundation maths · Measurement & time · About 12 minutes
Find start times, finish times and durations
Mark the known endpoints or gap. Cross hour boundaries in useful jumps.
Start the interactive lesson →Open practice activity
What you will learn
- Find start times, finish times and durations
Models used: number sentences, stories, tables.
Before you start
Jump to the next hour first
An activity starts at 9:45. We want to go forward by 30 minutes.
The dots are times of day. Each curved arrow is a number of minutes passing.
An activity starts at 9:45. We want to go forward by 30 minutes.
Split a long wait into easier jumps. Add the durations of the jumps, not the clock readings at their ends.
The dots are times of day. Each curved arrow is a number of minutes passing.
First use 15 minutes to reach 10 o’clock.
Split a long wait into easier jumps. Add the durations of the jumps, not the clock readings at their ends.
The dots are times of day. Each curved arrow is a number of minutes passing.
There are 15 minutes still to use. Another jump takes us to 10:15.
15 + 15 = 30 minutes
Split a long wait into easier jumps. Add the durations of the jumps, not the clock readings at their ends.
What did the picture help us see?
There are 15 minutes still to use. Another jump takes us to 10:15.
Worked example: A new example, together
An activity starts at 10:45 and ends at 11:15. How many minutes does it last?
| Start | Duration | Finish |
|---|---|---|
| 10:45 | ? | 11:15 |
A timeline relationship. Read each value with the heading above its column.
Mark the known endpoints or gap. Cross hour boundaries in useful jumps.
A duration is the time between the start and finish. Move forward from the start, or backwards from the finish, by that duration.
A timeline relationship Start Duration Finish 10:45 ? 11:15 A timeline relationship. Read each value with the heading above its column.
Use the relationship: start time + duration = finish time.
A timeline relationship Start Duration Finish 10:45 ? 11:15 An activity starts at 10:45 and ends at 11:15. How many minutes does it last?
30 minutes
A timeline relationship. Read each value with the heading above its column.
Count to the next whole hour, then add the remaining minutes.
A timeline relationship Start Duration Finish 10:45 ? 11:15 A timeline relationship. Read each value with the heading above its column.
10:45 + 30 minutes = 11:15.
A timeline relationship Start Duration Finish 10:45 ? 11:15 A timeline relationship. Read each value with the heading above its column.
Check the result against the question we started with.
11:15 minus 30 minutes returns to 10:45.
We found 30 minutes. A duration is the time between the start and finish. Move forward from the start, or backwards from the finish, by that duration.
A timeline relationship Start Duration Finish 10:45 ? 11:15
Common mistakes to discuss
- Writing a time past sixty. Count on to the next hour, then add what is left. 9:45 plus 30 minutes is 10:15, never 9:75.
Check your understanding
- Find start times, finish times and durations
- explain time calculations as movement along a timeline
- check the answer against the original quantities and units
Explain your reasoning to an adult, then try a fresh question in the interactive lesson. A result from one attempt is not proof of lasting mastery.
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