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WHAT IS THE QUOTIENT OF:
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|dw:1343315425906:dw|
t^2-25 / 2t divided by 2t+10 / t-5
@kaiz122 could you help?
in dividing two fractions, you need to get the reciprocal dividend, which is, in this case, \[\frac{2t+10}{t-5}\], it's reciprocal is?
is the problem really like that? can you check it again?
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what is the quotient of t^2 - 25 / 2t DIVIDED by 2t + 10 / t-5
thats the question exactly , and they are fractions
so that's it, the reciprocal of \[\frac{2t+10}{t-5}\] is \[\frac{t-5}{2t+10}\]
then you just simply multiply them, \[\frac{t^2-25}{2t} \times \frac{t-5}{2t+10}\]
then simplify it.
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cross multiply? i dont know how to multiply them @kaiz122
it's not, |dw:1343316253416:dw|
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