candomaths club term remember it mark schemes years 1 - 6 · term remember it mark schemes years 1...
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CanDoMaths Club Term 4
Remember It Mark Schemes
Years 1 - 6
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CanDoMaths Remember It Year 1 Term 4 Mark Scheme
Qu. Requirement Mark Additional Guidance 1 17 1 2 11 1 3 4 1 4 Two stars circled 1 5
1
6 16 1 7 No
Accept a conceptual reason such as ‘The arrow has turned to the right not left’, etc
1 0 marks for only ‘No’
8 Five stars circled 1 9
1
10 3 1 11
1
12
1 Both answers for 1 mark
13 3 1 14 5 1 15 Accept a conceptual reason such as ‘The
parts are not equal’, etc 1
16 19 1 17
1 Both answers for 1 mark
18 Accept a conceptual reason that explains whole-part-part structure such as ‘The 17 is the whole not the part’, ’10 is the part not the whole’,etc
1
19 Possible solutions: 19, 0 18, 1 17, 2 16, 3
1 Pairs must have a sum of 19
20 11 1
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CanDoMaths Remember It Year 2 Term 4 Mark Scheme
Qu. Requirement Mark Additional Guidance 1 £15 1 2 Twenty (20) past 1 1 Accept 1:20 3 13p 1 4 2 1 5
1
6
1 Do not accept hands of equal length.
7 No Accept a conceptual reason about the value of the coins such as, ‘The coins are not all worth 1p’, ‘The total of the coins is 8p’, etc
1 0 marks for only ‘No’
8 6 1 9
1
10 6 1 11
1 Do not accept hands of equal length.
12
1 Both answers for 1 mark
13 60 1 14 Possible answers:
20p, 10p, 10p, 2p 20p, 20p, 1p, 1p
1
15 Accept a conceptual reason such as ‘The parts are not equal’, etc
1
16 9 1 17
1 All three answers for 1 mark
18 Accept a conceptual reason such as ‘The minute hand pointing to the ten does not mean ten past’, ‘The long hand would be on the 2’,etc
1
19 10
1
20 30p 1
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CanDoMaths Remember It Year 3 Term 4 Mark Scheme
Qu. Requirement Mark Additional Guidance 1 48 1 2 32 1 3 £6 and 90p 1 4 90 1 5
1
6 126 1 7 No
Accept a conceptual reason about the different denominations such as ‘You can’t add the numbers together in this way because some are pounds and some are pence’, ‘The total amount is £3 and 75p’, etc
1 0 marks for only ‘No’
8 16 1 9
1
10 £3 and 30p 1 11 184 1 12
1 Both answers for 1 mark
13 280 1 14
1 Both answers for 1 mark
15 Accept a conceptual reason that explains the written method for multiplication such as ‘She has not regrouped in the ones’, ‘She needs a carry digit of 1 in the tens column’, etc
1 Do not accept ‘Because the answer should be 96’
16 210 minutes 1 17
1 Both answers for 1 mark
18 Accept a conceptual reason that explains the remainder must be less than the divisor such as ‘The remainder has to be less than 4’, ‘with 5 left over you could make another group of 4.’ etc
1 Do not accept ‘the answer should be 7 r 1’
19 Possible answers: 1 x 240 4 x 60 24 x 10. 2 x 120 6 x 40 12 x 20 3 x 80 8 x 30
1 Accept any two numbers with a product of 240
20 153 1
3 4
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CanDoMaths Remember It Year 4 Term 4 Mark Scheme
Qu. Requirement Mark Additional Guidance 1 4,600 1 2 Acute 1 3 68 1 4 70 1 5
1
6 280 1 7 No
Accept a conceptual reason explaining angle measures the amount of turn or the types of angle such as ‘The lines making angle B have turned more than angle A’, ‘Angle B is obtuse and angle A is acute’, etc
1 0 marks for only ‘No’ Do not accept responses such as ‘Angle B is obtuse’
8 602 1 9 1
10 1,869 111 151 112
1 Both answers for 1 mark
13 222 1 14
1 Both answers for 1 mark
15 Accept a conceptual reason that explains the written method for multiplication such as ‘She has not regrouped correctly,‘ She needs to add the extra 2 in the tens column’, etc
1 Do not accept ‘Because the answer should be 468’
16 3,123 1 17 A, C, D, B 1 18 Accept a conceptual reason that explains the
remainder must be less than the divisor such as ‘The remainder has to be less than 6’ , with 7 left over you could make another group of 6.’ etc
1 Do not accept ‘the answer should be 8 r 1’
19 Possible solutions: 600 x 6 900 x 4 400 x 9
1 Answers must be a 3-digit number multiplied by a 1-digit
20 29 1
6 4
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Qu. Requirement 15 Mark Additional Guidance 1 360 1 2 < 1 3 4.8 1 4 25 1 5 37
100 1
6 3m 1 7 Yes
Accept a conceptual reason based on the equivalence of fractions such as ‘there are 5 equal groups and three are shaded’, ‘6 tenths is equivalent to 3 fifths’, etc
1 0 marks for only ‘Yes’
8 12 squares shaded 1 9 1
10 40 111 2.4 112
1 All three answers for 1 mark
13 0.735 1 14 4 = 80 %
5 1 Both answers for 1 mark
15 Accept a conceptual reason that explains that percentages are fractions with denominator 100 such as ‘0.6 = 6/10 = 60/100 = 60%’ ‘6% = 6/100 = 0.06’, ,etc
1 Do not accept just ‘0.6 = 6/10’
16 Colin 1 17
1 Both answers for 1 mark
18 Accept a conceptual reason that explains the perimeter is the total distance around the shape such as ‘The lengths given don’t go all around the shape,’ ‘Two lengths are missing’, etc
1 Do not accept ‘It’s impossible to find the perimeter’
19 3 = 15 % 2 0
1
20 B 1
CanDoMaths Remember It Year 5 Term 4 Mark Scheme
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CanDoMaths Remember It Year 6 Term 4 Mark Scheme
Qu. Requirement Mark Additional Guidance 1 12 1 2 56 1 3 3.207kg 1 Do not accept 3kg and 207g 4 20 1 5
1
6 21 1 7 No
Accept a conceptual reason about calculating the area of a parallelogram such as ‘You multiply the base by the perpendicular height not the sloping side’, ‘The area is 7 x 4 = 28cm2’, etc
1 0 marks for only ‘No’
8 27 1 9
1
10 60 1 11 11 1 12 1 All four answers for 1 mark
13 32 1 14 1 Both answers for 1 mark 15 Accept a conceptual reason that uses the fact
there are 60 minutes in one hour such as ‘You don’t divide by 100 to convert minutes to hours.’
1 Do not accept just the answer ‘ 4 hours 10 minutes’
16 210 1 17
1 Both answers for 1 mark
18 Accept a conceptual reason that explains the scale factor for similar shapes must be a multiplier such as ‘Colin has added 6 rather than multiplying by 3’, ‘The multiplier is x3 not +6’, etc
1 Do not accept just the answer ‘The height should be 12cm’
19
1
20 12 1
2 3
7
15
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