Question

write this expression 32^-2/5 in radical notation and then evaluate expression

Answer 1

so I think that it would be 1/32^2/5

Answer 2

\[1/32^{2/5}\]

Answer 3

then i am lost after that

Answer 4

then I think that yo have to simplify with fractional power so that means that it would be\[1/\sqrt[5]{32}\]

Answer 5

so teh n2*2*2*2*2=32 so woudl that mean that it would be 1/2 for the answer

Answer 6

I'd think that the question requires squaring the denominator before finding it's fifth root, maybe:
1/(1024^(1/5))

Answer 7

but would you simplify the denominator of 32 so that means that it would be \[1/\sqrt[5]{2^{5}}\]

Answer 8

Yes, if you can cancel out the power and root to pull out two, giving you 1/2, you'd have an answer