June Maths Challenge
KS1
Can you continue the following patterns:
1) 9:40am, 9:10am, 8:40am, _______, ________, ________
2) 2:20pm, 2:35pm, 2:50pm, _______, ________, ________
3) z, x, v, t, ______, _______
4) B, e, D, j, _______, _______
5) 11, 17, 24, 32, _______, _______
6) 54, 42, 32, 24, _______, _______
Lower KS2
You will need to use a calculator for this challenge. You can use any of the +, -, x, ÷ and = keys and you can use them more than once in each calculation if needed.
Part 1: Use four 4s to make 44 (eg. 4+4+44=52 so that is no good! Try another way)
Part 2: Use five 5s to make 55
Part 3: Use six 6s to make 66
Upper KS2
Put 4 coins in a row on the table, all ‘Tails’ side up. Turn any three coins over: this counts as one move. You must turn three different coins to complete one move! How many moves will it take to get all the coins on ‘Heads’?
Can you continue the following patterns:
1) 9:40am, 9:10am, 8:40am, _______, ________, ________
2) 2:20pm, 2:35pm, 2:50pm, _______, ________, ________
3) z, x, v, t, ______, _______
4) B, e, D, j, _______, _______
5) 11, 17, 24, 32, _______, _______
6) 54, 42, 32, 24, _______, _______
Lower KS2
You will need to use a calculator for this challenge. You can use any of the +, -, x, ÷ and = keys and you can use them more than once in each calculation if needed.
Part 1: Use four 4s to make 44 (eg. 4+4+44=52 so that is no good! Try another way)
Part 2: Use five 5s to make 55
Part 3: Use six 6s to make 66
Upper KS2
Put 4 coins in a row on the table, all ‘Tails’ side up. Turn any three coins over: this counts as one move. You must turn three different coins to complete one move! How many moves will it take to get all the coins on ‘Heads’?