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Primary Scottish Christmas Activities – Primary Maths worksheet from Heinemann Active Maths

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Primary Scottish Christmas Activities – Primary Maths worksheet from Heinemann Active Maths
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AT 2.1 Exploring number sequencesContinue each sequence for five more steps.115240 651530 45311422 33144 132 120516632 4881522738832 26172227Find the smallest positive number that could have started each sequence.9. Difference is 1 5.2, 1 7, 3 2, … 9 ..., 32, 47, 62, 77, ... 10 ..., 17, 22, 27, ... 11 ..., 22, 28, 34, ... 12 ..., 19, 25, 31, ... 13 ..., 23, 27, 31, ... 14 ..., 38, 43, 48, ... 15 ..., 29, 32, 35, ... 16 ..., 31, 34, 37, ...In which of the following sequences does the number 272 occur: counting on in 17s from 0 or in 18s from 0? Write two more sequences starting at 0 that contain the number 272.I can describe the rule of a pattern which goes up or down in equal steps4From Heinemann Active Maths Second Level Exploring Number Pupil Book 3www.heinemannactivemaths.co.ukM01_HAM2_PUB_L03GBR_3674_U01.indd 414/10/10 15:27:53AT 2.1 Number sequencesFind the difference between the numbers in each sequence. Write the missing numbers, and the next five numbers in each sequence.1 100, 89, 78, , 56, ... 2 4 , 1, 3 , ... 2333 5 , , 1, , 6 , , 7, ... 1 4 3.3, , , 3.6, ...22 51 1 ,3 , 3 , , 4 , ... 3 6 4.2, , , 7.8, ...4447 4 , 2, , 5 , ... 2 8 3.05, , , 3.08, ...33Invent two missing number sequences, one using fractions, the other using decimals.These number sequences have been made by adding on 2-digit numbers. The unit digits are the only numbers still showing. What could the step size be in each sequence?9. Step size 2 5.1 6, 4 1, 6 6, 9 1, …9 6, 1, 6, 1, ... 10 3, 7, 1, 5, 9, 3, 7, 1, ...11 8, 8, 8, 8, ... 12 9, 5, 1, 7, 3, 9, 5, ...There is more than one answer for these questions. Write 2 more possible step sizes for each sequence.I can describe the rule of a number sequence which goes up or down in 7equal stepsFrom Heinemann Active Maths Second Level Exploring Number Pupil Book 3www.heinemannactivemaths.co.ukM01_HAM2_PUB_L03GBR_3674_U01.indd 714/10/10 15:28:01

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