A=√5-√3/√5+√3,ab=1,find a and b
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Answer:
a=(√5-√3)/(√5+√3)
a=(√5-√3)/(√5+√3)×(√5-√3)(√5-√3)
a={(√5-√3)^2}/5-3
a=(5+3+2√15)/2
a=(8+2√15)/2
a=4+√15
Now ab=1
4+√15×b=1
b=1/(4+√15)
b=1/(4+√15)×(4-√15)(4-√15)
b=(4-√15)/16-15
b=4-√15
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