Question

Positive indices question :)

Answer 1

\[(27x^3y ^{-6})^{1/3}\]

Answer 2

carry out (ab)^m = a^m*b^m

Answer 3

27^(1/3)*(x^3)^(1/3)*(y^(-6))^(1/3)

Answer 4

wow, i thought maybe first you change 27 to 3 to the power of 3? then use indice rules?

Answer 5

No?

Answer 6

the one third becomes 3 route something

Answer 7

Whether you change the 27 to \(3^3\) before or after multiplying the exponents, either way you should get the same answer.

Answer 8

Do you know how to do the question nbouscal?

Answer 9

Yeah. dpaInc did the first step for you. Now you just multiply the exponents. Remember, \((x^a)^b=x^{ab}\)

Answer 10

Can you show me how the equation will look when I use the (ab)^m rule?

It's tough to follow his..

Answer 11

\(27^{1/3}\cdot (x^3)^{1/3}\cdot (y^{-6})^{1/3}\)

Answer 12

Ok, so I change 27 to 3^3 then use (xa)b ?

Answer 13

x(ab)

Answer 14

Yep.

Answer 15

Thanks xD