Simplify -52xyz-xy-yz-104xyxyz-2 - yz-2-2-xy-2 - yz-2-2-xyz-2 - yz-2-x-z-x-2-

The correct option is A xyz/2 + yz^2/2 52xyz (xy + yz)/104xy=52xyz (xy)/104xy + 52xyz (yz)/104xy nbsp; = nbsp;xyz/2 + yz^2/2 ...

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Simplify : 52...

Question

$Simplify : \frac{52 x y z (x y + y z)}{104 x y}$

$\frac{x y z}{2} + \frac{y z^{2}}{2}$

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$\frac{x y}{2} + \frac{y z^{2}}{2}$

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$\frac{x y z}{2} + \frac{y z}{2}$

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$\frac{x (z + x)}{2}$

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Similar questions

Simplify the expression: \frac{52 w x y z (x y + y z + x z + y^{2}) (z + x)}{104 x y (x y z + x z^{2} + y z^{2} + y^{2} z)}

{(x y + y z)}^{2} - {(x y - y z)}^{2}

$Simplify : \frac{52 x y z (x y + y z)}{104 x y}$

(x y + y z)^{2} - (x y - y z)^{2}

Find the sum of the expression

$x^{2} - x y + y z; 2 x y + y z - 2 x^{2}; 3 y z + 3 x^{2} + x y$

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