I dont understand this que: “If the perimeter of the rectangle is 30 inches, write an equation for the perim..
Then it shows a rectangle with “2x” on top of it and “y” on the right side
Can someone please help? I dont understand.
Even if you answer this for me it will give me an example for the rest of the problems, thanks
Favorite Answer
Therefore, you would write it as follows:
30 = 2(2x) + 2y, and simplify and rewrite in standard form:
4x + 2y = 30
That’s it!
So you have two sides that are 2x and two sides that are y.
And all of it equals 30.
So,
2x + 2x + y + y = 30
4x + 2y = 30
So, you have the top (2x), the bottom (2x), the left side (y) and the right side (y).
Add them together:
2x+2x+y+y is the perimeter.
Your problem statement told you that it equals 30, so your equation is:
4x+2y = 30
P=2(l+w)
So…
30=2(2x+y) Or
30=4x+2y
ps. standered form means you just have to have x and y on the same side (ax + by = c) a b and c are the numbers and x and y are what you need to have on that side.
so 4x + 2y =30
and there you have it
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