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+ 725 m+ 4 = 32 m 22 p+ 3 = 25 p- 3 2 - 2 t- 4 =t+ 22 m- 5 = 0 2 p+ 4 = 0 2 x+ 1 = 76 + 2192
23 + 927
1215 + 1026
152 + 26
23 - 128
22 + 61
2 + 25A^25 -^27 BA^25 +^27 B A^223 +^5 BA^223 -^5 BA 223 - 4 BA 523 + 2 B A 527 + 2 B^2- 23 A 25 + 227 B 322 A 23 + 222 B
B3
2
B 73
1
B 3r^2
B 16 x2
7#
B1
B 35
14228
B2
522
21512
2245
25822
2524 x+ 236 x- 29 x 220 m^2 - m 245 3 k 28 k^2 n+ 5 k^2 22 n215 # 22 + 5230
1
3
218 +1
4
2322
5
275 +3
4
21604212 + 248 4224 - 3254 + 26 227 - 4228 + 32637211 + 211 322 + 622 3275 + 22272 x^10 y^162 a^15 b^212121 x^6 y^102 p# 2 p 2 k# 2 m 2 r^18
82150
427524212
6233210
B 252
5#
B2
45548 CHAPTER 8 Roots and Radicals
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