Simplify (a^2 b^4)^3?

Answer 1

[04]
(a^2 b^4)^3
=a^(2*3) b^(4*3)
=a^6 b^12

Answer 2

A^6 B^12

Answer 3

So it's:

(a^2 X b^4) + (a^2 X b^4) + (a^2 X b^4)

= A^6 + B^12

And that's the final answer, bc you can't simplify anymore.

Answer 4

just multiply the exponent by 3 (power)

so a^2(3) = a ^6

b^4 (3) = b^12

(a^6 b^12)
that is the right answer you can't add the power and the exponent in this problem

Answer 5

a^6 b^12

Answer 6

The beauty of exponents is that they add.
So the answer is (a^2 b^4)^3 = a^5 b^7

Answer 7

you need to be somewhat clearer consisting of your powers in this element, it may get very confusing yet when 10a2b is 10a^(2)b then: 10a^(2)b(a^2-3a-4) 10a^(4)b-30a^(3)b-40a^(2)b Now divide by technique of a^(2)b 10a^2-30a-4 a^2-3a-4 (a-4)(a+a million) If this is the same as 0 then a is 4 and/or -a million

Answer 8

exponent rules multiply exponent over exponent not add them so its
a^6 b^12
if you were to multiply the numbers a and b (same base) then their exponents would be added here you have to multiply them
someone tell that guy to do HIS homework how the heck did he come up with 1 anywayss

Answer 9

You're getting some mixed answers, so here's the rules to remember.

(x-variable; m, n-constants)

(x^m)*(x^n) = x^(m+n)
(x^m)^n = x^(m*n)

Answer 10

1? listen in class and do your own homework!