A = 21w + 21h + 2wh Solve for h

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Oh, solving equations, huh? Looks like you're in for a puzzling ride! Let's solve the equation A = 21w + 21h + 2wh for h.

First, let's gather all the terms with h together:
A = 21w + 21h + 2wh

Rearranging the equation:
A = 21h + 2wh + 21w

Now, let's factor out the common term h:
A = h(21 + 2w) + 21w

Divide both sides by (21 + 2w):
(A - 21w) / (21 + 2w) = h

Voila! You now have the solved equation for h in terms of A, w, and some division. Just remember, math may be serious, but solving equations should always be a clownin' good time!

To solve for h in the equation A = 21w + 21h + 2wh, we need to isolate the term containing h.

Step 1: Rearrange the equation
A = 21w + 21h + 2wh
Rearrange the equation by moving the terms involving h to one side:
A - 21w - 2wh = 21h

Step 2: Factor out h
Now, let's factor out h from the terms on the left side of the equation:
h(2w + 21) = A - 21w

Step 3: Solve for h
To isolate h, divide both sides of the equation by (2w + 21):
h = (A - 21w) / (2w + 21)

Therefore, the solution for h is (A - 21w) / (2w + 21).

this sucks

A = 21w + 21h + 2wh Solve for h

A = 21w + 21h + 2wh

A-21w = 21w-21w +21h + 2wh

A -21w = 21h + 2wh

(A-21w)/ (21+2w) = h(21+ 2w)/(21+2w)
=

(A-21w)/(21+2w)

h = (A-21w)/(21+2w)