-6
$\begingroup$

$\frac{\sqrt{288}}{\sqrt{34}}\cdot\frac{18}{\sqrt{34}}$

In the first fraction square root is for both $288$ and $24$ where as in second fraction it's only for $34$

Please help

  • 0
    Ok What 24? do you mean this $\frac{\sqrt{288}}{\sqrt{34}}*\frac{18}{\sqrt{34}}$? – 2017-02-22
  • 1
    This is no _equation_ and just use your calculator. – 2017-02-22
  • 0
    Aren't we doing your homework ? – 2017-02-22
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    @Winter I think the person wants an exact answer rather than a approximate one – 2017-02-22
  • 0
    I would bet that the denominator is actually $\sqrt{24}$ and not $\sqrt{34}$ since this would lead to the nicer result : $9 \sqrt{2}$. – 2017-02-22
  • 0
    It is √34 only i know the answer which is 108√2/17 but can some one explain how can i solve it actuall it whole root of √288/34 one big root symbol for whole of the fraction – 2017-02-22
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    @winter i need the way to solve it we arent allowed to use calculator – 2017-02-22

1 Answers 1

0

Root of 288 can be written as 12√2 , as the square of 12 is 144. The product of root 34 into root 34 would be 34. And Hence substitute the value of root 2 into the equation to compute the answer.

  • 0
    Thanks a lot this really helped. – 2017-02-22