Simplify $\huge \sqrt{5\frac{44}{49}} \times (11\frac{1}{3})^{-1} $without using a calculator leaving your answer in the form $\huge \frac{p}{q} $ where $\huge \text{p and q} $ are positive integers.

Question

sasogeek · Answer

attachment

anonymous · Answer

51/7 <-- jk I'm making up math lolol

bahrom7893 · Answer

okay here's the first step:
sqrt( (49*5 + 44)/49 ) * ( (11*3 + 1)/ 3)^(-1)

bahrom7893 · Answer

sqrt(289/49) * (34/3)^(-1)

bahrom7893 · Answer

(17/7) * (3/34)
(1/7)*(3/2)
3/14

sasogeek · Answer

without a calculator how do u get that while in exam conditions with limited time?

bahrom7893 · Answer

do u know hwo to multiply 49*5 without a calculator?

anonymous · Answer

You simply the first first term.. into an improper fraction, and you simplify the last term (use the basic laws of exponents)... then you just simplify, and multiply :)

bahrom7893 · Answer

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