Section 5.3 Extra Practice State the restrictions on the values for each variable. 1. Solve for x in each equation. a)
x3 7
b)
5x 4
c) 3 5 3x 0 d)
2 x 24
2. Solve and verify. a)
7 x 1 15
b)
y2 1 y 1
c) 8 1 v 5 d) 5 2 2 x 15 3. Solve and verify. a)
4 3m m
b)
x2 1 2 x 1
c) n n 4 d)
3x 2 2 2 x 1
5. Solve and check. a)
w 1 w 4
b)
2x 4 x 2
c)
y 12 2 y
d)
x 5 x 10 3
6. Solve each radical equation. a)
3 x 4
b) 2
8x 4
7. John solves the equation x 6 x 4. He determines two solutions: x = –2 and x = –5. Identify whether either of these values is extraneous. 8. The equation t
d 4.9
in seconds, for an object to fall from a height of d metres. Determine the original height of an object that takes 4.3 s to reach the ground. Express the answer to the nearest tenth of a metre.
State the restrictions on the values for each variable. 1. Solve for x in each equation. a). 3 7. + = x b) 5. 4. = x c) 3 5 3. 0. -. = x d). 2. 24. -. = x. 2. Solve and verify. a) 7. 1 15. + = x b). 2. 1. 1. + - = y y c) 8. 1. 5. -. + = v d) 5 2. 2 15. - = -. + x. 3. Solve and verify. a) 4 3. -. = m m b). 2. 1 2. 1. - = + x x c). 4. -. = n n d). 2. 3. 2 2 1. + = + x x.
BLM 5â4. Section 5.1 Extra Practice. 1. Express each radical as a simplified mixed radical. a) 54 b) 350 c). 2. 98 ,. x x ⥠0 d). 5 3. 363. ,. x y x ⥠0, y ⥠0. 2. Express each mixed radical as an equivalent entire radical. a) 4 5 b) 23 13 c)
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How many cakes must the sales team sell in August to receive the bonus? 26. Richard deposited $5,500 for 6 years on 2.40% interest rate in his saving account.
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