How would you do this?
Look for perfect squares. Split them up first. Multiply answer with any values already outside radical. \[2\sqrt{20xy^2}\]
break it down into its constituent parts .... the primes then gather up all the elements that are in pairs.
\[2\sqrt{20xy^2}\] \[2\sqrt{2.2.5~xyy}\] \[2\sqrt{2.2}\sqrt{5~x}\sqrt{yy}\] \[2.2.y\sqrt{5~x}\]
Okay thanks :) I got it right but I did it differently...how did you get 2.2.5?
20 = 4.5 = 2.2.5
broke it into its prime factors is all
Okay now I see what you did...thanks :)
spose we had a perfect square that we just didnt know what a perfect square .... the prime factors would then be useful to pair up is all
perhaps we tried: 10.2 no perfects there 5.2.2 now we have a pair :) but yeah, your way was fine
Okay :)
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