If x+y+z=6, xy+yz+zx=11. Find the value of x²+y²+z².
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Hey here is your answer
Step by step explanation
- so in equation it is given ( x+ y + z)=6
- so first we have to square on both sides
- (x+y+z)² = (6)²
- x²+y²+z² + 2(xy+ya+zx) =36
- x²+y²+z²+2(11)=36
- x²+y²+z²+22=36
- x²+y²+z²= 36-22
- x²+y²+z²=14
So hope it helps you!
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