rationalize the denominator - i). √3-1/√3+1 (ii) 4/√7+√3
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Step-by-step explanation:
(i)√3-1/√3+1
R.F.=√3-1
Multiply and divide by R.F.
(√3-1)×(√3-1)/(√3+1)×(√3-1)=(√3-1)^2/(√3)^2-(1)^2
=(√3)^2+(1)^2-2(√3)(1)/3-1
=3+1-2√3/2
=4-2√3/2
=2(2-√3)/2
=2-√3
(ii)4/√7+√3
R.F.=√7-√3
Multiply and divide by R.F.
(4)×(√7-√3)/(√7+√3)×(√7-√3)
=4(√7-√3)/(√7)^2-(√3)^2
=4(√7-√3)/7-3
=4(√7-√3)/4
=√7-√3
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