Simplify each expression using the properties of exponents. (x³y) (x²) (x²y³). Let the answer be x^³. Find A and B. a. A = B= i b. A = 5x43 x²y2² B = i C. C= i A= = (-22-²³). i B = i C= i A = B= i C= d. (x²). (2y²). Let the answer be Cx¹y. Find A, B, and C. e. A= B= (3x²y³) 4. Let the answer be Cx^y". Find A, B, and C. A= i B = i C= i i Let the answer be Cx^y. Find A, B, and C 3x4y 5xy i . Let the answer be Cx^y". Find A, B, and C. 1 2 Let the answer be Cx^y". Find A, B, and C.
Simplify each expression using the properties of exponents. (x³y) (x²) (x²y³). Let the answer be x^³. Find A and B. a. A = B= i b. A = 5x43 x²y2² B = i C. C= i A= = (-22-²³). i B = i C= i A = B= i C= d. (x²). (2y²). Let the answer be Cx¹y. Find A, B, and C. e. A= B= (3x²y³) 4. Let the answer be Cx^y". Find A, B, and C. A= i B = i C= i i Let the answer be Cx^y. Find A, B, and C 3x4y 5xy i . Let the answer be Cx^y". Find A, B, and C. 1 2 Let the answer be Cx^y". Find A, B, and C.
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Transcribed Image Text:Simplify each expression using the properties of exponents.
(x³y) (x²) (x²y³). Let the answer be x^y. Find A and B.
a.
A=
B = i
b.
A=
5x4³
x²y2
B = i
C=
C.
A=
B= i
i
e.
i
B= i
C= i
d. (x²)" - (2y²)*. Let the answer be Cx¹y³. Find A, B, and C.
A= ₁
A=
C= 1
(3x²y³)*. Let the answer be Cx^y". Find A, B, and C.
B = i
A=
C= i
3
5xy
Let the answer be Cx^y". Find A, B, and C.
B= i
3
. Let the answer be Cry. Find A, B, and C.
i
2
. Let the answer be Cx^y". Find A, B, and C.
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