a3•a5
a8
5^6/5^6
1
10•104•102
107
Rewrite this with a single positive exponent: 2-5
1/2^5
64^(2/3)
16
25 Dollars
2^7/2
26
(75)2
710
2^13/2^5
28
Rewrite this with a negative exponent:
1/4^2
4-2
4^(5/2)
32
Simplify the following expression:
(b^4)^2
b^8
((35)0)-3
1
(2^2*2^5)/(2^4)
23
Write as an expression with a rational exponent
root(3)((x)^2)
x^(2/3)
-125^(4/3)
625
5^4*5^-3
5
(4^3*4^2)^2
410
Simplify the following expression:
(5b^4c)^2
25b^8c^2
Write as an expression with a rational exponent.
root(7)(x^10)
x^(10/7)
-27^(5/3)
-243
Simplify the following expression:
(3a^4b)(6a^5b)
18a^9b^2
Simplify the following expression. Use only positive exponents in your final answer.
(-2b^-5k)^3
-(8k^3)/b^15
Diego solved the problem below. Where did he make a mistake at and what is the correct problem?
3^8/3^2=3^4
Diego should have divided the exponents but subtracted them. The correct answer is 36.
3^-8*3^3
Write the answer with a positive exponent.
1/3^5
(64/125)^(-2/3)
25/16