How do you simplify $[(sqrt2) + (sqrt5)] / [(sqrt2) – (sqrt5)]$ ?

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How do you simplify $[(sqrt2) + (sqrt5)] / [(sqrt2) – (sqrt5)]$ ?

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Answer 1 · 2015-09-11T02:01:49

It is $(7+2sqrt2sqrt5)/(-3)$

Explanation:

$(sqrt2+sqrt5)/(sqrt2-sqrt5)=((sqrt2+sqrt5)*(sqrt2+sqrt5))/((sqrt2-sqrt5)*(sqrt2+sqrt5))=(sqrt2+sqrt5)^2/(2-5)=(2+5+2sqrt2sqrt5)/(-3)=(7+2sqrt2sqrt5)/(-3)$

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How do you simplify $[(sqrt2) + (sqrt5)] / [(sqrt2) – (sqrt5)]$ ?

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How do you simplify [(sqrt2) + (sqrt5)] / [(sqrt2) – (sqrt5)] [(sqrt2) + (sqrt5)] / [(sqrt2) – (sqrt5)]?

1 Answer

Explanation:

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How do you simplify $[(sqrt2) + (sqrt5)] / [(sqrt2) – (sqrt5)]$ ?