Could you please explain how the equation below is equal to 2√34
(it is represented in a fraction form that is with the 10 as the numerator, and the other numbers (also as a fraction) as the denumerator)
\(10/ 5√34/34\)
+33661 Dividing by a fraction is the same as multiplying by the inverse of that fraction. So if we want to divide by \(\frac{5\sqrt{34}}{34}\)
that is the same as multiplying by \(\frac{34}{5\sqrt{34}}\)
Hence we have \(10\times \frac{34}{5\sqrt{34}}\rightarrow \frac{2\times34}{\sqrt{34}}\rightarrow2\times \sqrt{34}\)
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