Question

What is z=y-m/x solve for x

Answer 1

Answer: $x=\Large\boxed{\frac{m}{y-z} }$

Step-by-step explanation:

Given expression

$z=y-\dfrac{m}{x}$

Subtract [ y ] on both sides

$z-y=y-\dfrac{m}{x} -y$

$z-y=-\dfrac{m}{x}$

Multiply [ -x ] on both sides

$(-x)(z-y)=(-x)(-\dfrac{m}{x} )$

$(x)(-1)(z-y)=m$

$(x)(y-z)=m$

Divide [ y - z ] on both sides

$(x)(y-z)\div(y-z)=m\div(y-z)$

$x=\Large\boxed{\frac{m}{y-z} }$

Hope this helps!! :)

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