2(w+18+W)=2(w+18−6+w+3)

perimeter is 126
whats w = to?

In your previous post of this same question, I showed you that this equation has no answer.

Since you posted this new one after I posted my reply, you did not even look at it.
Clearly you have some type of typo or the question is bogus.

That's ok, Reiny. He ignored me, too...

To solve for the value of w in the equation 2(w+18+W)=2(w+18-6+w+3), we need to simplify both sides of the equation, and then solve for w.

Let's first simplify the equation step by step:

Start with the equation: 2(w+18+W)=2(w+18-6+w+3)

Distribute the 2 on both sides of the equation: 2w + 36 + 2W = 2w + 36 - 12 + 2w + 6

Combine like terms: 2w + 2W + 36 = 4w + 30

Combine the w terms on the right side of the equation: 2w + 2W + 36 = 4w + 30
2W + 36 = 2w + 30

Subtract 2w from both sides of the equation to isolate the W term: 2W - 2w + 36 = 2w - 2w + 30
2W - 2w + 36 = 30

Combine like terms: (2W - 2w) + 36 = 30
2W - 2w + 36 = 30

Subtract 36 from both sides of the equation: (2W - 2w + 36) - 36 = 30 - 36
2W - 2w = -6

Next, we can simplify further by factoring out the common factor of 2 on the left side of the equation:

2(W - w) = -6

Divide both sides of the equation by 2 to solve for W - w:

(W - w) = -6/2

Simplify:
(W - w) = -3

This equation tells us that the difference between W and w is equal to -3. To find the value of w, we need more information since we cannot determine its specific value with the given equation alone.