How do you simplify (2xy2)3

1 answer:

4 0

$(2xy^{2})^{3} = (2xy^{2})(2xy^{2})(2xy^{2})$
Now, we can just multiply it and obtain the result
$(2xy^{2})(2xy^{2})(2xy^{2})=(4x^{2}y^{4})(2xy^{2})=8x^{3}y^{6}$

I used law presented on this example
$2^{3}*2=2^{3}*2^{1}=2^{3+1}=2^{4}$

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Hey there!

To find the range, first put the numbers in order from smallest to largest.
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Then take the largest number, 199, and subtract the smallest number (in this case, the outlier) which is 97.

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Thanks for using Brainly! Hope this helps :)

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