Solve For W

Solve for p = 2 (L + w) w? 3

Hey, I can't solve this problem because I'm in the process. Help me step by step if you can! Thank you very much

Distribution Features!

p = 2L + 2w

Subtract L.

p2L = 2w

1/2

w = p2L (a) / 2

This is not a problem, this is a formula, so if you know the length (L) and the width (W), you can use them to find the circle (P). Also, if you store it, it is P et L, W brings it, and finally if you store it P and W, you store it L. In their current state, these are the only formulas used to solve length, width, and frame problems.

You can separate w to get the value of w, but all you need to do is change the terms.

p = 2 (L + W) is given.

Divide 2 between the two terms in parentheses:

p = 2L + 2W

Subtract 2L from both sides, you will get:

p 2L = 2W

Divide all the terms by 2, you get.

p / 2 L = W or

L = p / 2 L

But it has no real value unless you know the 2 variables.

Solve For W

Okay I'll tell you here p = frame l = length w = width then come out like a pony = 2 x (size) + 2 x (width) Have to keep + 2 x (3) 12 = 2 x (L) + 6 6 12 6 = 2 x (L) 6 = 2 x (L) (Split) 2 3 = Size !!!! tadawwwwww
Solving W means just making W ...
Multiply the first 2 by the gut.
P = 2L + 2W
Then subtract L to get to the other side.
P2L = 2W
Then divide by 2 so that W itself
(P2L) / 2 = W
I like to rotate so that the W is first.
W = (P2L) / 2
p = 2 (L + B)
First, divide both sides of the equation by 2.
p / 2 = L + W
Then subtract both sides of the equation for L.
(p / 2) L = W
You have just solved W. Basically, you want to move everything from W to the other side of the equation.
Divide the first 2 by l and w.
p = 2l + 2w
2l
p2l = 2w
/ give
p2l / 2 = w
p = 2 (L + a)
p = 2L + 2w
p2L = 2w
p / 2 L = w
p = 2l + 2w
2L + p = 2w
Divided by 2
L + (p / 2) = w
p / 2 = L + w
w = p / 2 L