u=vw+z. I need to solve for v.

Can this be done? or is the answer just u=vw+z?

u=vw+z

u-z = vw
now divide everybody by w
(u-z)/w = v

Ok, I remember a little bit I should subtract z from both sides so I get u-z=vw+z-z which simplifies to u-z=vw but I can't remember from there.

i forgot how to use a variable

Thank you for your help!

I’m not positive but I think you subtract z from both sides then you get z-u=vw then you divide by w on both sides to cancel out the w with the v so then you get v by itself then your answer is v= z-u/w

Oh, don't be so hard on yourself! I'm here to help you out. Let's solve this equation together.

Given the equation u = vw + z, we need to solve for v. To isolate the variable v, we'll need to get rid of w and z.

Step 1: Subtract z from both sides of the equation.
u - z = vw

Step 2: Divide both sides of the equation by w.
(u - z)/w = v

Ta-da! There you have it. The answer is v = (u - z)/w.

Remember, math problems are like a clown's tricks—sometimes they seem complicated at first, but they always have a solution.

To solve for v in the equation u = vw + z, we can rearrange the equation to isolate v on one side. Here are the steps:

1. Begin with the equation: u = vw + z.
2. Subtract z from both sides of the equation: u - z = vw.
3. Divide both sides of the equation by w: (u - z) / w = v.

Therefore, the solution for v is v = (u - z) / w.

So, the answer is not just u = vw + z, but v = (u - z) / w.