Use rational exponents to write....
\[\sqrt[3]{x} * \sqrt[4]{}\]
?????seems incomplete....
after the star, fourth root of what????
5x
ill repost one second
\[\sqrt[3]{x} * \sqrt[4]{5x}\]
\[I got \sqrt[12]{5x ^{7}}\]
is this right
I think it should be as follows
\[\sqrt[3]{x}*\sqrt[4]{5x} = x ^{1/3}*(5x)^{1/4} = x ^{1/3}*5^{1/4}*x ^{1/4}=5^{1/4}*x ^{7/12}\]
u hv been asked to use rational exponents....
well to write it as a single radical expression
and yet to use rational exponents
radical form and rational forms are separate/different from each other. what i hv given is the rational exponent form
also since the rational exponents are not same, we cannot combine them like u hv done
what does your answer key give as the answer??
i dont have one
lol thats the confusing part, my book doesnt even have an example for a problem like this
but i think the answer u has matches mine mine is just in an rational form
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