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7.39 Applying principles 1 to 4 (a) If the length of the hypotenuse of a 30 -60 -90 triangle is 12, find the lengths of its legs [Fig.7-43(a)].



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Solved Problem 16.3 The capital accounts in the partnership of Frank and John are $57,500 and $87,500, respectively. The partnership agree ment calls for a 15% interest on their capital accounts and the remaining sum to be shared equally. Net income for the year is $30,000. Show the division on net income. Solution: Frank Interest on Capital Frank, $57,500 times 15% $8,625 John, $87,500 times 15% Balance ($30,000 21,750) $4,125 divided equally Totals $12,750 John

Fig. 7-43

(b) Each leg of an isosceles trapezoid has length 18. If the base angles are 60 and the upper base is 10, find the lengths of the altitude and the lower base [Fig. 7-43(b)].

1 2(12)

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1 2(12)

6 23.

1 2(18)

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$13,125 $ 4,125 $17,250





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7.40 Applying principles 5 and 6 (a) Find the length of the leg of an isosceles right triangle whose hypotenuse has length 28 [Fig. 7-44(a)].

Fig. 7-44

(b) An isosceles trapezoid has base angles measuring 45 . If the upper base has length 12 and the altitude has length 3, find the lengths of the lower base and each leg [Fig. 7-44(b)].

1 2 (28) 22

7.1. Express each of the following ratios in lowest terms: (a) 20 cents to 5 cents (b) 5 dimes to 15 dimes (c) 30 lb to 25 lb (d) 20 to 14 (e) 27 min to 21 min (f) 50% to 25% (g) 15 to 75 (h) 33% to 77% (i) $2.20 to $3.30 (j) $.84 to $.96 (k) (l)

(m) 5 ft to 1ft 4 (n)

17

(o) 161 m to 51 m 2 2 (7.2) (i) 100 lb to 1 ton (j) $2 to 25 cents (k) 2 quarters to 3 dimes (l) 1 yd2 to 2 ft2 (7.3)

7.2. Express each of the following ratios in lowest terms: (a) 1 year to 2 months (b) 2 weeks to 5 days (c) 3 days to 3 weeks (d)

1 22

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(e) 2 yd to 2 ft (f) (g)

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1 23

7.3. Express each of the following ratios in lowest terms: (a) 20 cents to 30 cents to $1 (b) $3 to $1.50 to 25 cents (c) 1 quarter to 1 dime to 1 nickel (d) 1 day to 4 days to 1 week (e)

(f) 2 h to h to 15 min (g) 1 ton to 200 lb to 40 lb (h) 3 lb to 1 lb to 8 oz (i) 1 gal to 1 qt to 1 pt

In This :

day to 9 h to 3 h (7.4) (m) (n) (o) (p)

1 72 1 12 5 6 7 4

7.4. Express each of the following ratios in lowest terms: (a) 60 to 70 (b) 84 to 7 (c) 65 to 15 (d) 125 to 500 (e) 630 to 105 (f) 1760 to 990 (g) 0.7 to 2.1 (h) 0.36 to 0.24 (i) 0.002 to 0.007 (j) 0.055 to 0.005 (k) 6.4 to 8 (l) 144 to 2.4 to

1 22

to 12 3 to 8 (7.4)

7.5. Express each of the following ratios in lowest terms: (a) x to 3x (b) 15c to 5 (c) 11d to 22 (d) 2 r to D (e) ab to a2 (g) S3 to 6S2 (h) 9r2 to 6rt (i) x to 4x to 10x (j) 15y to 10y to 5y (k) x3 to x2 to x (l) 12w to 10w to 8w to 2w

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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