Simplify: x/(x y)(x z) y/(y z)(y x) z/(z x)(z y) video
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Simplify: x/(x-y)(x-z) + y/(y-z)(y-x) + z/(z-x)(z-y)
Simplify the indices (a^1/x-y)^(1/x-z).(a^1/y-z)^(1/y-x).(a^1/z-x)^(1/z-y)
If xy+xz+yz = 0, then what is the value of (x+y)/z + (x+z)/y + (y+z)/x ? | Algebra Challenge
Simplify `((x-y)/z+(y-z)/x+(z-x)/y)(z/(x-y)+x/(y-z)+y/(z-x))` if `x+y+z=0`
Solve the equations: x^2+xy+xz=18,y^2+yz+yx=-12,z^2+zx+zy=30.
If A=|(zy,x,yz),(xz,y,zx),(yx,z,xy)|, then the value of A equals to : | 12 | QUESTION PAPER 2022...
Find the value of \[ \frac{x}{(x-y)(x-z)}+\frac{y}{(y-z)(y-x)}+\frac{z}{(z-x)(z-y)} \]
Simplify the indices yz√(a^y/z)/(a^z\y).zx√(a^z/x)/(a^x\z).xy√(a^x/y)/(a^y\x)
The second way to solve:" If x+y+z=5 and xy+yz+xz=3, what is the max and min of z?"
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