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WorksheetsAlgebra 2 - Unit 4 - Properties of Exponents - Problem Set 5
Total questions: 12
Worksheet time: 3600secs
Rewrite each expression in the form of kxn, where k is a real number, n is a positive integer, and x is a nonzero real number.
8x7
8x10
-15x10
-15x7
Rewrite each expression in the form of kxn, where k is a real number, n is a positive integer, and x is a nonzero real number.
(3x5)/(8x4)
(3x9)/(16)
(3x)/(16)
(3)/(16x)
Rewrite each expression in the form of kxn, where k is a real number, n is a positive integer, and x is a nonzero real number.
(3)/(x-5)
(3)/(x-6)
3x6
3x-5
Rewrite each expression in the form of kxn, where k is a real number, n is a positive integer, and x is a nonzero real number.
(x)/(x8)
x-20
(1)/(x20)
(1)/(x7)
What is the COEFFICIENT in the expression: 4 x 107
4
10
7
What is the BASE in the expression: 4 x 107
4
10
7
Express each expression with positive exponents only:
(303)(405)
12 x 1015
12 x 108
7 x 108
Express each expression with positive exponents only:
(6012)(8018)
48 x 10216
48 x 1030
14 x 1030
Express each expression with positive exponents only:
(12023)(11054)
48 x 101242
132 x 1077
23 x 1077
132 x 101242
Rewrite each expression in the form of kxn, where k is a real number and n is a POSITIVE integer. Assume x≠0
2x15
2x50
2x5
3x15
Rewrite each expression in the form of kxn, where k is a real number and n is a POSITIVE integer. Assume x≠0
6x-2
(6)/(x2)
6x8
(6)/(x8)
Rewrite each expression in the form of kxn, where k is a real number and n is a POSITIVE integer. Assume x≠0
x6n
x2n+3
x5n
