Rational Numbers
Powers and Exponents
Multiply and Divide Monomials
Powers of Monomials
100
5/8 as a decimal.
What is 0.625?
100
A^2 + B^4 if A= 3 and B=5
634
100
simplify using laws of exponents (5^2)(5)
5^3
100
Simplify the following: (X^2)^3
X^6What is
200
6/36 as a decimal rounded to the nearest thousandth
What is 0.167
200
d^3 - (c^2 -2) If c=-4 and d=9
715
200
Simplify using laws of exponents (-3X^2)(4X^5)
-12X^7
200
(W^4)^6
W^24
300
0.4242424242424242... as a fraction
What is 42/99?
300
(P)(P)(P)(P)(P) rewrite using exponents
P^5
300
Write the expression using exponents: (3)(3)(5)(q)(q)(q)
(3^2)(5)(q^3)
300
simplify: (4P^3)^4
256P^12
400
2.6 as a fraction
What is 13/5?
400
[(P)(P)(P)(P)(P)(P)] / [(P)(P)(P)] rewrite using exponents and simplify
P^3
400
Evaluate the expression in simplest terms: (5/7)^3
125/343
400
Simplify using exponents: (4^2)^3
4^6
500
7.15151515151515... as a mixed number in simplest form.
What is 7 5/33?
500
Evaluate the expression (c^3 + D^4)^2 - (C+D)^3 If C=-1 and D =2
224
500
[(3^4)(5^2)(7^5)] / [(3^2)(5)(7^3)] solve this problem
2,205 or (3^2)(5)(7^2)
500
[(-5)(W^2)(Z^8)]^3
-125(W^6)(Z^24)
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