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Rationalize the denominator. sqrt2/sqrt2+sqrt5
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I mean... {root(2) - root(5)}
okay, would be root4 + root10/2 + 5 ?
2+sqrt10/7 ?
in the answers section, it says the answer is 2-sqrt10/-3 . im not sure how they got that :/
\[\frac{\sqrt2}{\sqrt2-\sqrt5}\] Multiply by the conjugate (switch the middle sign) of the denominator over itself (since anything over itself = 1). sqrt2(sqrt2-sqrt5) = (sqrt2)^2-(sqrt2)(sqrt5) = 2-sqrt10 (sqrt2-sqrt5)(sqrt2+sqrt5) = (sqrt2)^2-(sqrt5)^2 = 2-5 = -3 \[\frac{2-\sqrt10}{-3}\]
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oooh. i didnt know i had to switch the middle sign. thanks!
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