The value of -32-48-8-12 isequal to

The correct option is C 2 4√(2)+4√(3)2√(2)+2√(3) =42 (√(2)+√(3)√(2)+√(3)) =2 ...

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Finding Square Root through Prime Factorisation

The value of ...

Question

The value of $\frac{\sqrt{32} + \sqrt{48}}{\sqrt{8} + \sqrt{12}}$ isequal to

\sqrt{2}

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2

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4

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\sqrt{3}

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\frac{\sqrt{32} + \sqrt{48}}{\sqrt{8} + \sqrt{12}}

\frac{\sqrt{8} + \sqrt{12}}{\sqrt{m} + \sqrt{3}}

m

\frac{\sqrt{32} + \sqrt{48}}{\sqrt{8} + \sqrt{12}} .

The value of (√32+√48)/(√8+√12) is
A) √2
B) 2
C) 4
D) 8

\frac{\sqrt{32} + \sqrt{48}}{\sqrt{8} + \sqrt{12}}

\sqrt{2}

Simplify √32 +√48 ÷√8+√12.can we solve this by taking 32raised to 1/2+48 raised to 1/2 ?can we??

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