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Solve the following roots. Medals for everyone!
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\[\sqrt{27} \]
\[\sqrt{32}\]
Please tell me how to do the first one.
\[\sqrt{40}\]
\[\sqrt{44}\]
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\[(3^{2})^{\frac{ 1 }{ 2 }}\] cancel the power 2 u will get 3 this is the first one
\[\sqrt{32} \] =\[(4 \times8)^{1/2}\] \[(16^{1/2}) \times (2)^{1/2}\]
\[(4^{2})^{1/2} \times \sqrt{2}\] answer is 4√2
same way u have to do others with factors.
Can you please explain again? I am terrible at sq roots, and don't really understand them.
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ok u have to tell me what part u dont understand so i can be specific.. basically we have to find a multiple of a perfect square.. like 16 has a perfect square root
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