How do you simplify $\sqrt{294}$ $sqrt(294)$ ?

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Answer 1 · 2018-06-11T07:31:22

$7 \sqrt{6}$ $7sqrt6$

where possible split the number into product pairs with one number being a perfect square.

$\sqrt{294}$ $sqrt294$

$= \sqrt{49 \times 6}$ $=sqrt(49xx6)$

$= \sqrt{49} \sqrt{6}$ $=sqrt49sqrt6$

$= 7 \sqrt{6}$ $=7sqrt6$

How do you simplify sqrt(294)√294sqrt(294)?