expand it with suitable identitity(√2x+2y-√3z)^2
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Hi
{√2x+2y+(-√3z) ²
Then applying formula,
(√2x)²+(2y) ²+(-√3z) ²+2{√2x*2y+2y*(-√3z) +(-√3z) *√2x}
4x²+4y²+3z²+2{2√2xy-2√3zy-√6zx}
4x²+4y²+3z²+4√2xy-4√3zy-2√6zx
I hope this much will help you
{√2x+2y+(-√3z) ²
Then applying formula,
(√2x)²+(2y) ²+(-√3z) ²+2{√2x*2y+2y*(-√3z) +(-√3z) *√2x}
4x²+4y²+3z²+2{2√2xy-2√3zy-√6zx}
4x²+4y²+3z²+4√2xy-4√3zy-2√6zx
I hope this much will help you
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0
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