if √x/y+√y/x=9 and xy= 3 find x^2+ y^2
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Answered by
1
Answer:
237
Step-by-step explanation:
√x/√y+√y/√x=9. xy=3
taking L.C.M. which is equal to
x+y/√xy=9.
x+y/√3=9. : xy=3
x+y=9√3
taking square on both side
(x+y)2=(9√3)2
x2+y2+2xy=81(3)
x2+y2+2(3)=243. : xy=3
x2+y2+6=243
x2+y2=243-6
x2+y2=237
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with values f(0,1+3. √. 2) = (2 + 3. √. 2)2 , f(0, 1 − 3. √. 2) = (2 − 3. √. 2)2 . In the second case λ = 1. 2 we obtain from the second equation.
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