if x^2+y^2=15 and xy=5 find value of (x+y)
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Answer:
given :
x² +y² = 15
xy =5
using identity (a+b)² = a² +b² +2ab
(x +y)² = x² +y² +2xy
(x +y)² = 15 + 2x5
(x +y)² = 15 + 10
(x +y)² = 25
(x +y) = √(25)
(x +y) = 5
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