simplify? question in comments
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is it (144a)^3 or 144(a^3) ?
144(a^3)
k, give me a second...
i suck..
it's all good haha i couldn't get it either! my answer doesn't make sense
I'm not sure which direction to take, if I should change it into exponents or keep it as radicals
@DemolisionWolf might I ask what did you get so far?
i broke it down like this: (2/5)*sqrt(11a)sqrt(4) + sqrt(36a)sqrt(4) - (1/2)sqrt(11a) so now I have a sqrt(4) and a sqrt(11).... maybe this is more like a polynomial?
I basically have... \[\frac{ 4 }{ 5 }\sqrt{11a} + 12a \sqrt{a} - \frac{ \sqrt{11a} }{ 2 }\]
But I am not that sure of this...
@MathLegend @DemolisionWolf the textbook says: (3/10)(sqroot 11a) +(12a sqroot a) , a is greater than or equal to 0
as the answer?
yep \[\frac{ 3 }{ 10}\sqrt{11a}+12a \sqrt{a}, a \ge0\]
okay I played around with the numbers... and I got two parts correct... so let me show you how I did the two parts and see if we can figure out the next part.
\[\frac{ 2 }{ 5 }\sqrt{44a}\]
The highest perfect square that goes into 44 is... what?
I got it figure out now, if any one cares
Yeah, I got the whole thing too but he is offline. :(
oh really haha *high five us*
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