which is the solution for x in terms of the variables in the equation x/y -z = rw
a) x=y (z+rw)
b) x= z/y (rw)
c) x= rw+yz
d) x= y+1/2(rwz)
see your 1st post
To find the solution for x in terms of the variables in the equation x/y - z = rw, we need to isolate x on one side of the equation.
Starting with the given equation:
x/y - z = rw
First, let's eliminate the fraction by multiplying both sides of the equation by y:
y * (x/y - z) = y * rw
This simplifies to:
x - yz = yrw
Next, we can isolate x by adding yz to both sides of the equation:
x - yz + yz = yrw + yz
Simplifying further:
x = yrw + yz
Now we have obtained the solution for x in terms of the variables in the equation:
x = y(rw + z)
Therefore, the correct answer is option a) x = y(rw + z).