1/√5-√2-√7 rationlaise the denominator
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[1/(√5-√2)-√7]*[(√5-√2)+√7/(√5-√2)+√7]
(√5-√2)+√7/(√5-√2)^-(√7)^
√5-√2+√7/5-2√10+2-7
√5-√2+√7/-2√10
√2-√5-√7/2√10
Again by rationalisation,
√2-√5-√7/2√10*2√10/2√10
(√2-√5-√7)2√10/40
(√2-√5-√7)√10/20
√2.√10-√5.√10-√7.√10/20
2√5-5√2-√70/20
Hope it helps !!!!!
(√5-√2)+√7/(√5-√2)^-(√7)^
√5-√2+√7/5-2√10+2-7
√5-√2+√7/-2√10
√2-√5-√7/2√10
Again by rationalisation,
√2-√5-√7/2√10*2√10/2√10
(√2-√5-√7)2√10/40
(√2-√5-√7)√10/20
√2.√10-√5.√10-√7.√10/20
2√5-5√2-√70/20
Hope it helps !!!!!
pala422:
hi
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