write the rationalising factor of the denominator in
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1/√2+√3=√2-√3/-1
zarakhan89:
hlo
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Hey Mate;
your answer is________________
step by step explaination:
given;
1/√2+√3-----------------(1)
the rationlising factor of 1/√2+√3 is (√2-√3) then multiply and divide the equation (1) with (√2-√3)
=1/√2-√3*√2-√3/√2-√3
=√2-√3/(√2+√3)(√2-√3)
=√2-√2/(√2²-√3²)
[it is in the form of (a+b)(a-b)=(a²-b²)]
=√2-√3/2-3
=√2-√3/-1
=- √2-√3-1
hope it helps you:)
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