(a) Vior (b) V108r'y" (c) V64x" y" (d) 375x'y!" 10. Mikayla was trying to rewrite the expression 25x in an equivalent form that is more convenient to use. She incorrectly rewrote it as 5Vx. Explain Mikalya's error.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.1: Equations
Problem 70E
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can you help me with 9 d and 10

6. Rewrite each of the following expressions without roots by using fractional exponents.
(a) VE
(b) E
(c) VE
(d) F
(e) V
(h)
7. Rewrite each of the following without the use of fractional or negative exponents by using radicals.
(a) zK
(b) x%
(c) r%
(d) x%
(e) x
(3) x%
(h) x%
8. Simplify each of the following square roots that contain variables in the radicand.
(a) V8r
(b) 75x" y"
(c) 2r/18r
(d) 3x y98x'y"
9. Express each of the following roots in simplest radical form.
(a) Vī 6
(b) Vio8z'y"
1214
(d) 375x'y"
10. Mikayla was trying to rewrite the expression 25x in an equivalent form that is more convenient to use.
She incorrectly rewrote it as 5x. Explain Mikalya's error.
COMMON CORE ALGEBRA II, UNIT #8- RADICALS AND THE QUADRATIC FORMULA -LESSON #4
еМАTHIxSTRLCтюх, RED HOOK, NY 12571, 2015
Transcribed Image Text:6. Rewrite each of the following expressions without roots by using fractional exponents. (a) VE (b) E (c) VE (d) F (e) V (h) 7. Rewrite each of the following without the use of fractional or negative exponents by using radicals. (a) zK (b) x% (c) r% (d) x% (e) x (3) x% (h) x% 8. Simplify each of the following square roots that contain variables in the radicand. (a) V8r (b) 75x" y" (c) 2r/18r (d) 3x y98x'y" 9. Express each of the following roots in simplest radical form. (a) Vī 6 (b) Vio8z'y" 1214 (d) 375x'y" 10. Mikayla was trying to rewrite the expression 25x in an equivalent form that is more convenient to use. She incorrectly rewrote it as 5x. Explain Mikalya's error. COMMON CORE ALGEBRA II, UNIT #8- RADICALS AND THE QUADRATIC FORMULA -LESSON #4 еМАTHIxSTRLCтюх, RED HOOK, NY 12571, 2015
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