A n analogue clock has two number scales. One scale shows the hours from midnight to midday, and the other shows the hours from midday to midnight. This helps us tell whether the time is in the morning or the afternoon.

A digital clock can show time using the 24-hour system. For example, a time of 13:26 means 1:26 in the afternoon, which is written as 1.26 p.m. in the 12-hour clock system.

1. Copy and complete the following:
a. There are _____ days in September.
b. There are _____ minutes in $1$ hour.
c. There are _____ months in a year.
d. There are _____ seconds in $1$ minute.
a. $30$
b. $60$
c. $12$
d. $60$
2. Write the missing numbers.
a. $3$ minutes $=$ _____ seconds
b. $5$ hours $30$ minutes $=$ _____ minutes
c. $7$ weeks $=$ _____ days
d. _____ months $=$ $3$ years
e. _____ hours $=$ $2$ days $6$ hours
f. _____ minutes $=$ $7 \tfrac{1}{2}$ hours
g. $300$ seconds $=$ _____ minutes
a. $180$
b. $330$
c. $49$
d. $36$
e. $54$
f. $450$
g. $5$
3. Ali went swimming at $5.15$ p.m. Which clock shows the time Ali went swimming?

Clock C
4. Copy and complete the table to show the time using a.m. and p.m.

Quarter past seven in the morning: $7.15$ a.m.
Quarter to ten at night: $9.45$ p.m.
Twenty minutes past three in the afternoon: $3.20$ p.m.
5. Petra looks at the clock in the classroom. She says, “It is almost lunchtime.” Write the time using a.m. or p.m.

$11.45$ a.m.
6. Chen goes swimming at ten past five in the afternoon. Which digital clock shows when Chen goes swimming?
![]()
$17:10$
7. A wall clock shows this time.

Which two digital clocks could show the same time as the wall clock?
![]()
$12:00$ and $18:00$
8. Ava converts $9$ p.m. to a $24$-hour clock time. Her answer is $19.00$. Ava’s answer is wrong. Correct Ava’s answer. Explain what she did wrong.
The correct answer is $21.00$.
Ava added $10$ instead of $12$ when converting from p.m. to the $24$-hour clock.
Digital clocks

Milly dropped her digital clock. When she picked it up she could not tell which way up it was.
a) Write in words the two different ways of saying what the time is.
b) Write three other times that look the same on a digital clock whichever way up it is.
Use these digital numbers to help you:
1 2 3 4 5 6 7 8 9 0
You will show you are specialising when you find times that look the same on a digital clock whichever way it is up.
a) The time can be read as one ten (1:10). When the clock is upside down, it can also be read as ten past one in the opposite orientation.
b) Examples of other times that look the same whichever way up the clock is:
These times work because the digits 0, 1, 2, 5, 8 still look like valid digits when rotated 180°, and their order remains meaningful.
:contentReference[oaicite:0]{index=0}