IF X+Y=12 AND XY=32 ,FIND THE VALUE OF X^2+Y^2
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Answer:
Given that: x+y=12 and xy = 32
Using the identity, (x+y)
2
= x
2
+2xy+y
2
⇒ (12)
2
=x
2
+64+y
2
⇒ 144 = x
2
+y
2
+64
⇒ 144−64 = x
2
+y
2
⇒ 80 = x
2
+y
2
The answer is x
2
+y
2
= 80
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