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Select the expression equal to ³√250. 2³√125 125³√2 2³√5 5³√2
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What do you thinK?
hint: find a perfect cube which is a factor of 250
@raffle_snaffle @cwrw238 Is it #1?
³√250. = ³√( 2 * 125)
Is it B? I don't completely understand.
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³√( 2 * 125) = ³√ 2 * ³√ 125
whats the cube root of 125?
@cwrw238 5
Factors of 250: 1,2,5,10,25,50,125,250 Perfect cubes: 1,8,27,64,125,216,343 Factors of 250 that is also perfect cubes: 1,125
Therefore we need to express 250 as 2x125
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\[\Large\sqrt[3]{250}=\sqrt[3]{2\times125}=\sqrt[3]2\times\sqrt[3]{125}=5\sqrt[3]2\]
thats it
Oh okay, I get it now. Thanks @kc_kennylau and @cwrw238 :)
no problem at all :)
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