x^3(x^2)^5?

Question

where do you start the multiplying?

Answer 1

Exponential functions are done before multiplication, so first do (x^2)^5=x^10. Then x^3*x^10=x^13.

Answer 2

the order of operations is PEMDAS
Parentheses, Exponents, Multiplication/Division, Addition/Subtraction

since you have parentheses around the x^2, you start there.
that's raised to the 5th power, an exponent, so you do that next
(x^2)^5 is x^10 (you multiply the exponents
then you multiply that answer by x^3
and you get x^13 (you add exponents)

Answer 3

First (x^2)^5 is x^10 .Then you multiply x^3*x^10which gives you

x^13

Answer 4

*Use the method known as PEMDAS >>> (), exponents, multiplication, division, addition & subtraction....

First: you have x^2 raised to th 5th power --- when you have one base (x-variable) with two exponents > multiply exponents...

x^(2*5)

x^10

Sec: multiply the rest --- when you have two bases (x-variables) > add exponents...

(x^3)(x^10)

= x^13

Answer 5

multipli firt the numbers are inside the () go from in to out

Answer 6

start by powering what's in the parenthesis
then do it to the 5th power
and then times that by x^3

i think you get x^13

Answer 7

Wow. People here ARE smart. If I ever have a real question, I'll just ask the math crew.

Answer 8

the answer is (x xor 3) times ((x xor 2) xor 5).