rationalize the denominator of
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Hii there !!
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Here is ur answer ---
= 1 / (√2 + √3 ) - √4
= 1 / ( √2 + √3) -√4 × (√2 + √3 ) + √4 / (√2 + √3 ) + √4
= √2 + √3 + √4 / (√2 + √3 )^2 - (√4)^2
= √2 + √3 + √4 / (2 + 3 ) - 4
= √2 + √3 + √4 / 5 - 4
= √2 + √3 + √4 / 1
= √2 + √3 + √4
hope it helps uh !!
_________________
Here is ur answer ---
= 1 / (√2 + √3 ) - √4
= 1 / ( √2 + √3) -√4 × (√2 + √3 ) + √4 / (√2 + √3 ) + √4
= √2 + √3 + √4 / (√2 + √3 )^2 - (√4)^2
= √2 + √3 + √4 / (2 + 3 ) - 4
= √2 + √3 + √4 / 5 - 4
= √2 + √3 + √4 / 1
= √2 + √3 + √4
hope it helps uh !!
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