Question

If \(b^{2x+1}=b^{3x-1}\) for all values of \(b\), what is the value of \(x\)?

Answer 1

The first one is 2x+1 and the second one is 3x-1.

Answer 2

since the bases are the same, then they must be equal when the exponents are equal

Answer 3

What?

Answer 4

its there for you to read, im not going to resay it ....

Answer 5

I already read it..

Answer 6

what?

Answer 7

I dont get what you meant.

Answer 8

what part of it is a mystery? bases, exponents, or equal to?

Answer 9

Exponents.

Answer 10

the ^(...) is called an exponent, or a power

Answer 11

b^n = b^m only if n=m

Answer 12

Oh.. okay.

Answer 13

2

Answer 14

correct