Simplify each expression. Assume that all variables represent nonnegative real numbers.
8.3 Simplify, and combine terms where possible.
Simplify each expression. Assume that all variables represent nonnegative real numbers.
8.4 Perform each indicated operation and write answers in simplest form. Assume that
all variables represent positive real numbers.
8.5 Simplify each expression.
Rationalize each denominator.
Write each quotient in lowest terms.
8.6 Solve each equation.
- 23 x+ 4 = 2316 - 2 x 86. 25 x+ 6 + 23 x+ 4 = 2
213 + 4 t=t+ 4 22 - x+ 3 =x+ 7
25 m+ 4 = 32 m 22 p+ 3 = 25 p- 3 2 - 2 t- 4 =t+ 2
2 m- 5 = 0 2 p+ 4 = 0 2 x+ 1 = 7
6 + 2192
2
3 + 927
12
15 + 1026
15
2 + 26
23 - 1
28
22 + 6
1
2 + 25
A^25 -^27 BA^25 +^27 B A^223 +^5 BA^223 -^5 B
A 223 - 4 BA 523 + 2 B A 527 + 2 B^2
- 23 A 25 + 227 B 322 A 23 + 222 B
B
3
2
B 7
3
1
B 3
r^2
B 16 x
2
7
#
B
1
B 3
5
14
228
B
2
5
22
215
12
224
5
25
822
25
24 x+ 236 x- 29 x 220 m^2 - m 245 3 k 28 k^2 n+ 5 k^2 22 n
215 # 22 + 5230
1
3
218 +
1
4
232
2
5
275 +
3
4
2160
4212 + 248 4224 - 3254 + 26 227 - 4228 + 3263
7211 + 211 322 + 622 3275 + 2227
2 x^10 y^162 a^15 b^212121 x^6 y^10
2 p# 2 p 2 k# 2 m 2 r^18
82150
4275
24212
623
3210
B 25
2
5
#
B
2
45
548 CHAPTER 8 Roots and Radicals
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