The following equation expresses a relationship in terms of one variable. However, you are asked to rewrite the equation in terms of a different variable.

L = 2M + 2N
N = ?

=L/2-M

Well, well, well, it seems we need to rewrite the equation L = 2M + 2N in terms of N. Let's have some fun with algebra, shall we?

First, let's isolate 2N on one side of the equation. We can start by subtracting 2M from both sides:

L - 2M = 2N

Now, to get N by itself, we'll divide both sides by 2:

(N = (L - 2M) / 2)

And there you have it! The equation L = 2M + 2N rewritten in terms of N is N = (L - 2M) / 2. Keep in mind this equation can still generate laughter - just ask N nicely to reveal itself!

To rewrite the equation L = 2M + 2N in terms of N, we need to isolate N on one side of the equation.

Step 1: Start with the equation L = 2M + 2N.

Step 2: Subtract 2M from both sides of the equation to move the term involving M to the other side:
L - 2M = 2N.

Step 3: Divide both sides of the equation by 2 to solve for N:
(N) = (L - 2M)/2.

Therefore, the equation L = 2M + 2N can be rewritten in terms of N as N = (L - 2M)/2.

To rewrite the equation L = 2M + 2N in terms of a different variable, we need to solve the equation for N.

Step 1: Start with the original equation.
L = 2M + 2N

Step 2: Move the terms involving N to one side of the equation.
L - 2M = 2N

Step 3: Divide both sides of the equation by 2 to isolate N.
N = (L - 2M) / 2

Therefore, the equation in terms of N is:
N = (L - 2M) / 2