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Simplify (2y^5)^3
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What do you not understand how to do?
Do you multiply the indecise?
I am not familiar with that term.
The powers
You would yes, but you also have to multiply something else first.
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Do you multiply everything in the brackets by itself?
You multiply the outside power by everything inside.
So you would get \[2^{3}(y ^{5})^{3}\]
Then when you simplify further from there it would go into \[2^{3}(y ^{15})\]
2 to the 3rd power would then make it \[8(y ^{15})\]
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\[\large (a^c \times b^d)^x = a^{c x} \times b^{dx}\]
Then you just multiply it making it \[8y ^{15}\]
|dw:1410716632190:dw|
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