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7.6. Use x as the common factor to represent the following numbers and their sum: (a) Two numbers whose ratio is 5:4 (b) Two numbers whose ratio is 9:1 (c) Three numbers whose ratio is 2:5:11 (d) Five numbers whose ratio is 1: 2 : 2 : 3 : 7
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(7.4)
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7.7. If two angles in the ratio of 5 : 4 are represented by 5x and 4x, express each of the following statements as an equation; then find x and the angles: (7.5) (a) The angles are adjacent and together form an angle measuring 45 . (b) The angles are complementary. (c) The angles are supplementary. (d) The angles are two angles of a triangle whose third angle is their difference.
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CHAPTER 7 Similarity
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7.8. If three angles in the ratio of 7 : 6 : 5 are represented by 7x, 6x, and 5x, express each of the following statements as an equation; then find x and the angles: (7.6) (a) The first and second are adjacent and together form an angle measuring 91 . (b) The first and third are supplementary. (c) The first and one-half the second are complementary. (d) The angles are the three angles of a triangle. 7.9. Solve the following proportions for x: (a) x : 6 (b) 5:4 (c) 9:x 8: 3 20 : x x :4 (d) x : 2 (e) (x (f) (2x 10 : x 4) : 3 8):(x 3 : (x 2) 4) (2x 5):(x 1) (7.7) (e) (f) x 5 x 3 1 x 2 6 3 5 1 x a (h) x (g) 2x 7 x b 3 5 (g) a : b (h) x: 2y c: x 18y: x (7.7)
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7.10. Solve the following proportions for x: 5 15 3 x (a) (c) x x 7 12 x 15 7 3 (b) x (d) x 2 5
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7.11. Find the fourth proportional for each of the following sets of numbers: (a) 1, 3, 5 (b) 8, 6, 4 (c) 2, 3, 4 (d) 3, 4, 2 (e) 3, 2, 5 (f)
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(g) 2, 8, 8 (h) b, 2a, 3b (7.9)
2, 5
7.12. Find the positive mean proportional between each of the following pairs of numbers: (a) 4 and 9 (b) 12 and 3 (c)
and 27
(e) 2 and 5 (f) 3 and 9
(g) p and q (h) a2 and b bd; (b) pq ax; (c) hx a2; (7.10) hy;
(d) 2b and 8b
7.13. From each of these equations, form a proportion whose fourth term is x: (a) cx (d) 3x 7; (e) x ab/c. 7.14. In each of the following equations, find the ratio of x to y: (a) 2x (e) x by. y; (b) 3y
4x; (c) x
1 2 y;
(d) ax
(7.10) (7.11) (d) .2 6 .3 9 (e) x 3 when x 8 4 6. (7.11) 1 4 (7.11) 4:5y and 2 :15 2 4 :5y 14 :3y (7.12) 1 3 (c) 2x 8 y y 10 1 1 2
7.15. Which of the following is not a proportion 4 24 3 7 25 10 (a) (b) (c) 3 18 3 12 45 18
7.16. From each of the following, form a new proportion whose first term is x. Then find x. 9 x 20 5 2 3 1 a x 5 11 (a) (b) x (c) x (d) (e) x 2 4 b 5 10 20 7.17. Find x in each of these pairs of proportions: (a) a :b (b) 5:7 c : x and a: b x:42 and 5 :7 c: d 35:42 (c) 2:3x (d) 7: 5x
14 :3y and 7 :18
7.18. Find x in each of the following proportions: x y x y x 7 7 (a) (b) 8 4 3 6
CHAPTER 7 Similarity
7.19. Find x in each part of Fig. 7-45.
(7.13)
Fig. 7-45
7.20. In which parts of Fig. 7-46 is a line parallel to one side of the triangle
(7.13)
Fig. 7-46
7.21. Find x in each part of Fig. 7-47.
(7.14)
Fig. 7-47
7.22. Find x in each part of Fig. 7-48.
(7.15)
Fig. 7-48
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