Question

How do I rewrite the rational exponent as a radical by extending the properties of integer exponents.?

Answer 1

2 7/8
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2 1/4

Answer 2

@CountryGurl15 can you help me with this one real quick

Answer 3

lol tbh i have no idea lol sowwy

Answer 4

esta bien ^_^ gracias de toda forma

Answer 5

lol si, no problema =)

Answer 6

@EclipsedStar @Data_LG2 can you guys help me please?

Answer 7

there are exponents?

Answer 8

its kinda like fractions on top of each other so yes

Answer 9

oh you mean like \(\sf \large \frac{2^{7/8}}{2^{1/4}}\)


well, you should apply one of the exponent laws first: \(\sf \frac{a^m}{a^n}=a^{m-n}\)

Answer 10

Yes and ok ^_^ proceed

Answer 11

so what's 7/8-1/4 ?

do that first. what will you get?

Answer 12

sorry Data was trying to work out other probs ^_^ let me see

Answer 13

5/8

Answer 14

right :)