Q1
10,30,50,100
1
Q2
Eight hundred and nineteen
1
Must be written in words
820
1
Also accept answer in words
Q3
2
Award one mark for two correct answers
Q4
63 and 63
1
Q5
4
1
16
1
Look for evidence of children’s working out.
Have they worked out that each space is
worth 4 and there are 4 jumps of four. Have
they used the jumps of 8? Or have they
worked out the value of every counter and
then subtracted to find the difference.
4
14
20
Q6
43
1
Have children recognised that this
calculation can be done mentally as it is a
number bond to 100?
Q7
6
2
Accept responses that show partial
understanding of the question. For example,
20 or 30.
Q8
861 > 681 > 186 > 168
1
Only award a mark for the right answer,
however if a child has answered: 168, 186,
681, 861, they are showing understanding of
the value of each number, but may be
unsure about the inequality symbols.
Q9
289
1
Look out for children who may have
misinterpreted ‘more’ as meaning addition
in this problem.
Q10
2
Award one mark for 2 or 3 correct answers.
343
777
2
908
Q11
2
Award one mark for one or two correct
answers.
Look out for whether children understand
the exchange in the questions and how this
affects the other digits in the calculation.
Q12
2
Award one mark for showing their working
that recognises a turtle = 8, a chick = 3 and
an elephant = 10, but yet they have made a
simple calculation error when adding 8 + 3
+ 10.
Q13
No. With a reason…
1
Possible responses may acknowledge that
Beth has actually made 52. And/or that the
rods are worth ten, not 100. And/or that if
she has 12 ones, she can exchange ten
ones for one ten, giving her five tens and 2
ones.
Q14
39
cm
2
Award one mark for recognising that seven
equal pieces of 5
cm
is 35
cm.
Q15
300, 350, 400
2
Award one mark for 2 correct numbers.
Award one mark for all correct answers and
either 250, or 450.
3
0
3
21
Q16
3 × 8 = 24
8 × 3 = 24
24 ÷ 8 = 3
24 ÷ 3 = 8
2
Award one mark for two correct number
sentences.
Q17
191
2
Award one mark for recognising the
required calculations and completing 430 =
121 = 309. Then making a mistake when
calculating 500 – 309.
Look out for children’s chosen methods, are
they heavily reliant upon column method, or
are they being more creative and efficient
with their methods. For example, counting
up from 309 to 500. Or 500 – 1 = 499 and
309 – 1 = 308, so 499 – 308 would be the
same as 500 – 309.
Q18
5
1
It must be the same digit.
Q19
470
2
Have children recognised
that it is 6 jumps of 5
which would be 30. 500 – 30
= 470