if x²+y²=20 and x²+3xy=28. find the value of x and y.
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Answer:
After simplification x= 2, y= 4 for confirmation substitute values in above equation
Explanation:
From equation x^2+3xy=28
we get y=(28-x^2)/3x
sub above equation in x^2+y^2=20
then x^2+((28-x^2)/3x)^2=20
after simplification
we get equation : 5x^4-118x^2+392=0
then we get x=2
sub in equation x^2+y^2=20
we get y = 4
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