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Solve the following roots.
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\[\sqrt{40}\]
\[\sqrt{44}\]
\[\sqrt{45}\]
\[\sqrt{48}\]
lets start with 40, can you factor 40 ?
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4
umm... write all the factors... 40 = 4*10 ok ?
Ok.
now use \(\sqrt{ab}=\sqrt a\sqrt b\)
so what is \(\sqrt 4\) = ?
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do u know what square root of 4 is ?
2?
yup, so \(\huge \sqrt{40}= 2\sqrt{10}\) di u get this ? can u do the remaining ones similarly ?
Kind of. Let me try.
44= 4*12= \[2\sqrt{12}\]
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44=4*11
Darn! So it is \[2\sqrt{11}\]
yup
YES! Victory dance!
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