If x+y=3,x^2+y =5 then xy is
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x+y=3
x²+y²=5
We know that: (x+y)² = x²+y²+2xy
putting the value in the above equation:
⇒ 3² = 5 + 2xy
⇒ 9 -5 = 2xy
⇒ 4/2 = xy
⇒ xy = 2
According to me,
It must be x²+y²=5 instead of x² +y=5
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