1. 1 GCSE Mathematics Intermediate Tier Paper 1 (b) i

2. 2 Solve the equation : 5x – 7 = 33 + 3x 12x + 19 = 2(8 + 5x) 5x – 9 = 11 + x

3. 3 Write down, in terms on n, the nth term of each of the following sequences. 1591317… 2 x 43 x 54 x 65 x 7… 1419242934… 2 x 14 x 36 x 58 x 7…

4. 4 Express 540 as a product of prime numbers in index form. Write down the least positive whole number that 540 must be multiplied by to make the result a perfect square. Express 756 as a product of prime numbers in index form. Write down the least positive whole number that 756 must be divided by to make the result a perfect square. 2100

5. 5 Solve the following simultaneous equations 3x + 4y = 2 5x + 6y = 6 4x + 3y = 1 6x + 4y = 3 5x - 2y = -2 7x - 3y = -4 Paper 2

6. 6 Solve the inequality 3x – 11  7 – 5x Write down the largest whole number that satisfies this inequality 7x – 3  14 + 4x

7. 7 Reflect the shape marked A in the line y = 1

8. 8 Draw the image of the triangle A after reflection in the line y = x. Label the image B

9. 9 (b) Write down the class interval in which the median of the data will be found

10. 10