KENT COLLEGE 13+ Paper 1 October 11, 2020 - Momin No Comments Welcome to your KENT COLLEGE 13+ Paper 1 1. Work out:(a) ⁻13 + 5 (b) ⁻5 – 6 (c) 3 + ⁻8 (d) ⁻12 –⁻23 2. Work out (a) 8 x ⁻ 7 (b) ⁻28 ÷ ⁻4 (c) 3 x ⁻5 x ⁻10 (d) (21 + ⁻6) x ⁻2 3. Write down all the factors of 24. 4. Write 36 as a product of its prime factors. 5. Work out: (a)\[2^{4}\] (b) \[4^{3}\] 6. Simplify: (a) 5x + 7x (b) 8x + 3y + 9x – 3y (c) 6p – 2q – 4p + q (d) m x m x m x m (e) 3 x w x 5yz (f) \[y^{12}\] ÷ \[y^{4}\] 7 .Expand the bracket: 3(4a – 7c) 8. What are these shapes ? 9. What size is angel P ? 10. Factorise: 15x + 40 11. Work out the following, simplifying your answers where possible: (a) \[\frac{4}{5}\] + \[\frac{7}{15}\] (b) \[\frac{3}{4}\] x \[\frac{7}{9}\] 12. 10 students were asked how many packets of crisps they ate during last week. 2, 5, 7, 2, 4, 3, 4, 4, 0, 4, Calculate: (a) the mean, (b) the mode. 13. Solve the following equations (a) 5x – 4 = 26 (b) 3x - 5 = 10 (c) 3 ( x + 7) = 45 14. Divide £480 in the ratio 3 : 5. 15. (a) Work out the size of angle m. Give a reason for your answer. (b) Work out the size of angle n. Give a reason for your answer. 16. (a) Rotate shape A 90° clockwise about the origin . Label the image P . (b) Translate Shape A by \[\left(\frac{3}{-2}\right)\] . Label the image Q. (c) Describe fully the single transformation which maps shape A onto Shape B. 17. Enlarge the tringle by scale factor 2 . Use point A as the center of enlargement . 18. For the equation y=3x +1 , Complete the table of values , then draw the graph . x -4 -3 -2 -1 0 1 2 3 4 y -8 1 7 Time is Up! FOREST SCHOOL 13+ Paper 2 KING’S COLLEGE SCHOOL 13+ Paper 1 Momin

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