SOLUTION: Simplifying without a calculator using the rules of exponents. Showing work and putting in a^u b^2 format a^2x b^-x (a^x)^4 (b^2)^x (1/a)^3 ^^^all one problem a & b were not

Algebra.Com
Question 1061972: Simplifying without a calculator using the rules of exponents. Showing work and putting in a^u b^2 format
a^2x b^-x (a^x)^4 (b^2)^x (1/a)^3
^^^all one problem a & b were not put in parenthesis with their separate exponents and this is exactly how it was written, to avoid any confusion.
I'm not sure where to start or how to break down this problem.

Answer by MathTherapy(10555)   (Show Source): You can put this solution on YOUR website!

Simplifying without a calculator using the rules of exponents. Showing work and putting in a^u b^2 format
a^2x b^-x (a^x)^4 (b^2)^x (1/a)^3
^^^all one problem a & b were not put in parenthesis with their separate exponents and this is exactly how it was written, to avoid any confusion.
I'm not sure where to start or how to break down this problem.
If it's , then continue reading.
------- Getting rid of parentheses, and converting
------- Collecting like-terms
_______
RELATED QUESTIONS

putting x^2 + y^2 =16 and x^2 - 4y^2 = 4 into y= format so it can be put in a graphing... (answered by stanbon)
I forgot the rules of exponents and can't find the rules I need. The problem said... (answered by oscargut)
Use a combination of rules for exponents to simplify the expression. Give your answer in... (answered by checkley75)
Without using a calculator, solve for x: a) 8^x = 1/ sqrt( 2 ) b) 4^2x+1 =... (answered by ankor@dixie-net.com)
Using algebraic rules and without using a calculator, evaluate: (a) 236/(236^2-238*234) (answered by robertb)
Express as a sum, difference, and product of logarithms, without using exponents.... (answered by MRperkins)
Let 2^a = 5 and 2^b = 9. Using exponent rules, solve the equation in terms of a and/or b. (answered by CharlesG2)
Let 2^a = 5 and 2^b = 7. Using exponent rules, solve the equation in terms of a and b.... (answered by ReadingBoosters)
Let 2^a=5 and 2^b=7. Using exponent rules, solve the equations in terms of a and b.... (answered by jsmallt9)