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AnSWErS to tHE StudEnt'S Book ExErCiSES - Hodder Plus Home

AnSWErS to tHE StudEnt'S Book ExErCiSES - Hodder Plus Home

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Mixed exercise 25 (page 328)1 a)c)2 a)c)5x ___6_____________2x 2 1 8x 2 1510x_____________2(x 2 1)(x 1 4)(x 1 2)_________4(x 2 2 1)x(x 1 2)b)d)b)d)x 2 19 ______613x 1 5________________(4x 2 1)(3x 1 2)x 2 1 4x 2 2___________3(x 1 2)5x 2 1 4x 2 19______________(x 2 1)(3x 1 5)3 a) x 5 1 b) x 5 2c) x 5 8 d) x 5 2 or x 5 64 a) x 5 0.638 or x 5 21.305b) x 5 0.422 or x 5 21.422Chapter 26Exercise 26.1 (page 331)1 16 cm 2 2 50 cm 23 160 m 2 4 75 mm 25 64 cm 2 6 17.5 cm 27 55 cm 2 8 144 cm 29 150 m 2 10 120 m 2Exercise 26.2 (page 333)1 24 cm 2 2 72 cm 23 64 m 2 4 35 cm 25 14 cm 2 6 30 cm 27 42 cm 2 8 144 m 29 42 cm 2 10 16 cm 2Exercise 26.3 (page 337)1 a 5 74° (Alternate angles)2 b 5 65° (Allied angles)3 c 5 125° (Corresponding angles)4 d 5 65° (Alternate angles)e 5 65° (Corresponding or vertically oppositeangles)5 f 5 110° (Alternate angles)g 5 110° (Corresponding or vertically oppositeangles)6 h 5 55° (Allied angles)i 5 125° (Corresponding angles)j 5 125° (Alternate or vertically oppositeangles)7 k 5 65° (Corresponding angles)l 5 65° (Alternate or vertically oppositeangles)m 5 115° (Allied angles)n 5 115° (Vertically opposite angles)8 o 5 101° (Corresponding angles)p 5 101° (Corresponding angles)q 5 101° (Alternate angles)9 r 5 97° (Allied angles)s 5 83° (Corresponding angles)t 5 29° (Angles in a triangle add up <strong>to</strong> 180°)10 u 5 45° (Alternate angles)v 5 67° (Corresponding angles)w 5 68° (Angles on a straight line add up <strong>to</strong>180°)Exercise 26.4 (page 341)1 a 5 35° (Angles in a triangle add up <strong>to</strong> 180°)2 b 5 41° (Angles in a triangle add up <strong>to</strong> 180°)3 c 5 43° (Angles in a triangle add up <strong>to</strong> 180°)4 d 5 35° (Angles in an isosceles triangle)5 e 5 60° (Angles in an equilateral triangle)6 f 5 55° (The exterior angle of a triangle isequal <strong>to</strong> the sum of the oppositeinterior angles)7 g 5 141° (The exterior angle of a triangle isequal <strong>to</strong> the sum of the oppositeinterior angles)h 5 39° (Angles on a straight line add up <strong>to</strong>180°)8 i 5 115° (Angles in a quadrilateral add up<strong>to</strong> 360° or angle sum of a triangle 5180°)9 j 5 123° (Angles in a quadrilateral add up <strong>to</strong>360°)k 5 57° (Angles on a straight line add up <strong>to</strong>180°)10 l 5 100° (Angles on a straight line add up <strong>to</strong>180°)m 5 84° (Angles in a quadrilateral add up <strong>to</strong>360°)Exercise 26.5 (page 344)1 A: trapeziumB: rhombusC: squareD: kiteE: rectangleF: squareG: arrowheadH: parallelogramI: isosceles trapeziumJ: rhombusK: parallelogram2 a) Square, rhombusb) Rectangle, parallelogram, kite, arrowheadc) Rectangle, parallelogramd) Trapeziume) Square, rhombus, kite3 a) y86420 2 4 6 8RhombusxHigher WJEC GCSE Mathematics © 2010, <strong>Hodder</strong> EducationAnswers <strong>to</strong> the Student’s <strong>Book</strong> exercises 219

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