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Sqrt [ (2^2 * 5 * ((x^3)^2) ] / sqrt 5^2 simplyfy please
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can you help me @Flop
whats \[\sqrt{x ^{2}}\]?
wait please
\[\sqrt{2^{2} \times 5 \times (x ^{3})^{2}} \div \sqrt{5^{2}}\]
this is the equation
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I know. Im trying to make a point using my problem. Do you know the answer to my question?
yes i know square root of x to the power of 2 = x
k. knowing that, the \[\sqrt{5^{2}}\] is just 5, 2^2=4, 4*5=20, (x^3)^2=x^6....so what does the final equation look like? There is one more simplification you can make to \[\sqrt{20}\]
and also \[\sqrt{x ^{6}}\] can be simplified further. Final answer should be \[x^{3}2\sqrt{5}\div5\]
thank you :)
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