Rationalise the denominator and simplify :
(1) √11-√7/√11+√7
(2) 4√3+5√2/√48+√18
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Answer:
(1) √11-√7/√11+√7
= (√11-√7)(√11-√7)/(√11+√7)(√11-√7)
= (√11-√7)^2/√11^2-√7^2. [(a^2-b^2)=(a+b)(a-b) ]
= (√11^2-2*√11*√7+√7^2)/11-7
= (11-√77+7)/4
= 18-√77/4
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