rationalize 1/√5-√6+√11
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1 / ( √5 + √6 - √11) * ( √5 + √6 + √ 11) / ( √5 + √6 + √11)
= (√5 + √6 + √11) / (√5 + √6)2 - (√11)2
(√5 + √6 + √11) / (11 + 2√30 - 11)
(√5 + √6 + √11 ) / (2√30)
(√5 + √6 +√11)/ (2√30) * (2√30) / (2√30)
(2√150 + 2√180 + 2√330) / 4 * 30
2(√150 + √180 + √330) / 4 * 30
(√150 + √180 + √330) / 60
(5√6 + 6√5 + √330) / 60
and the answer is
answer =1.3143486431
= (√5 + √6 + √11) / (√5 + √6)2 - (√11)2
(√5 + √6 + √11) / (11 + 2√30 - 11)
(√5 + √6 + √11 ) / (2√30)
(√5 + √6 +√11)/ (2√30) * (2√30) / (2√30)
(2√150 + 2√180 + 2√330) / 4 * 30
2(√150 + √180 + √330) / 4 * 30
(√150 + √180 + √330) / 60
(5√6 + 6√5 + √330) / 60
and the answer is
answer =1.3143486431
AlanSunny:
thnx for marking my answer as a branlist
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