Trevor is tiling his bathroom floor, which has an area that is represented as 117r4 square inches. Each tile has an area of square root of the quantity 9 r to the thirteenth power . The total number of tiles used can be represented by the expression below. one hundred seventeen r to the fourth power, all over the square root of the quantity nine r to the thirteenth power Simplify the expression for the total number of tiles used. Show your work. @blurbendy blur is it ok if you do it for me i do not understand nothing that the question is asking
Basically, it wants you to simplify (117r^4) / sqrt(9r^13)
ok let me do that and you tell me if i got it right ok>
sure
is it 13/sqrtr^9 or s it 13/r^9?
does this one have answer choices?
no it does not it's an essay question
okay, I got ( 39sqrt[r^13] ) / r^9
ok can you show me how?
(117r^4) / sqrt(9r^13) if that's what we start with, then let's look at the bottom part first. the square root of 9 is 3, so now we have (117r^4) / 3sqrt[r^13] 117/3 = 39, so now we have 39r^4 / sqrt[13] square roots in the denominator are bad, so we'll multiply the top and bottom by the sqrt[r^13] now we have r^4sqrt[13] / r^13 (notice that the square root on the bottom went to the top when we multiplied both sides by the sqrt[13] we can simplify 39r^4sqrt[13] / r^13 to 39sqrt[13] / r^9 (we just subtracted r^4 from r^13 to get r^9 on the bottom
ok now what?
the bottom expression is your answer
so is that all?
39sqrt[13] / r^9 tiles were used
thank you so much
anytime
good night
see you
wait one quick question shouldn't it be 39r^4sqrt^13? instead of 39r^4sqrt13
@blurbendy
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