Express the following product of powers of u as a single power of u?

Question

u^2 x u^5 x u

Answer 1

Multiplying powers of a variable, you add the exponents:
x^a * x^b = x^(a+b)

So,
u^2 * u^5 * u^1 = u^(2+5+1) = u^8.

Answer 2

u^2 x u^5 x u=u^(2+5+1)=u^8

Answer 3

u^(2+5+1)
u^8

Answer 4

well, the properties of exponents is that when the bottom variables are the same and they are multiplied then you can add the exponents.

so, u^2*u^5*u^1 = u^(2+5+1) = u^8

Answer 5

u^ 8

2+5+1 = 8

product of exponents property * x^ a times x^ b = x ^ a+b

Answer 6

hi, For this question, you would be able to desire to bear in mind that each and each time we've a similar bases, we are allowed to characteristic the exponents. for this reason, in maximum situations words we are able to assert: [ a^2 ][ a^2 ] = a^4 for this reason, on your subject, including the exponents supplies us: a million + 2 + 2 = 5 which could be utilized to grant us: [t]][t^2][t^3] = t^5 very final answer: t^5 i'm hoping that facilitates you out! Please permit me comprehend in case you have the different questions!

Answer 7

This is very simple. You add the exponents including the last one (whose exponent is 1). Which makes u^8.

Answer 8

u^8