Whole School Written Calculation Policy
... - = signs and missing numbers Continue using a range of equations as in Level 1 but with appropriate numbers. Extend to 14 + 5 = 20 - Find a small difference by counting up ...
... - = signs and missing numbers Continue using a range of equations as in Level 1 but with appropriate numbers. Extend to 14 + 5 = 20 - Find a small difference by counting up ...
Problems for the test
... Find the maximum possible value for x + y given that 3x +2y 7 and 2x + 4y 8 Andy says, “Exactly three of us are liars.” Bill says, “Andy is a liar.” Clair says, “Bill is a liar.” Daisy says, “My favorite movie is Dukes of Hazzard.” Each person is either lying or telling the truth. Name the liar( ...
... Find the maximum possible value for x + y given that 3x +2y 7 and 2x + 4y 8 Andy says, “Exactly three of us are liars.” Bill says, “Andy is a liar.” Clair says, “Bill is a liar.” Daisy says, “My favorite movie is Dukes of Hazzard.” Each person is either lying or telling the truth. Name the liar( ...
Senior Kangaroo 2011 - United Kingdom Mathematics Trust
... Organised by the United Kingdom Mathematics Trust The Senior Kangaroo paper allows students in the UK to test themselves on questions set for the best school-aged mathematicians from across Europe and beyond. RULES AND GUIDELINES (to be read before starting): 1. Do not open the paper until the Invig ...
... Organised by the United Kingdom Mathematics Trust The Senior Kangaroo paper allows students in the UK to test themselves on questions set for the best school-aged mathematicians from across Europe and beyond. RULES AND GUIDELINES (to be read before starting): 1. Do not open the paper until the Invig ...
1. D. 2. D. 3. B. 4. B. 5. C. 6. A. 7. E. 8. C. 9. A. 10. D. 11. D. 12. C. 13
... 27. A. Let the prime factorization of n be 2P3Q5R. Since 2n is a perfect square, P must be odd and Q and R must be even. Since 3n is a perfect cube, Q must be one less than a multiple of 3 and P and R must be multiples of 3. Since 5n is a perfect fifth power, R must be one less than a multiple of 5 ...
... 27. A. Let the prime factorization of n be 2P3Q5R. Since 2n is a perfect square, P must be odd and Q and R must be even. Since 3n is a perfect cube, Q must be one less than a multiple of 3 and P and R must be multiples of 3. Since 5n is a perfect fifth power, R must be one less than a multiple of 5 ...
