FP2 questions from old P4, P5, P6 and FP1, FP2, FP3 papers (back to June 2002) 1. Find the set of values for which 1 > 6x 1. x – – (5) [P4 January 2002 Qn 2] 5. Using algebra, find the set of values of for which x 2x 5 > . – (7) [P4 June 2002 Qn 4] 13. (a) Sketch, on the same axes, the graphs with equation = 2x 3, and the line with equation y – = 5x 1. y – (2) (b) Solve the inequality 2x 3 < 5x 1. – – (3) [P4 January 2003 Qn 2] 18. Solve the inequality . (6) [P4 June 2003 Qn 2] (a) Sketch, on the same axes, the graph of = (x 2)(x 4), and the line with equation 26. y – – = 6 2x. y – (4) (b) Find the exact values of for which (x 2)(x 4) = 6 2x. x – – – (5) (c) Hence solve the inequality (x 2)(x 4) 6 2x. < – – – (2) [P4 January 2004 Qn 5] 29. Find the complete set of values of for which x
FP2 questions from old P4, P5, P6 and FP1, FP2, FP3 papers (back to June 2002) 1. Find the set of values for which x – 1 > 6x – 1. (5) [P4 January 2002 Qn 2] 5. Using algebra, find the set of values of x for which 2x – 5 > . (7) [P4 June 2002 Qn 4] 13. (a) Sketch, on the same axes, the graphs with equation y = 2x – 3, and the line with equation y = 5x – 1. (2) (b) Solve the inequality 2x – 3 < 5x – 1. (3) [P4 January 2003 Qn 2] 18. Solve the inequality . (6) [P4 June 2003 Qn 2] 26. (a) Sketch, on the same axes, the graph of y = (x – 2)(x – 4), and the line with equation y = 6 – 2x. (4) (b) Find the exact values of x for which (x – 2)(x – 4) = 6 – 2x. (5) (c) Hence solve the inequality (x – 2)(x – 4) < 6 – 2x. (2) [P4 January 2004 Qn 5] 29. Find the complete set of values of x for which
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