The answer is b because you go over 15 dollars with 5 sodas and it can be equal to 15 and be less than as well
Change the problem statements into equations or inequalities as appropriate.
"<span>The perimeter of a rectangle is at most 200 feet. The length of the rectangle is five less than four times the width. What are the maximum dimensions of the rectangle?"
P = Perimeter (is less than or equal to) 200 feet)
length = 4(width) - 5
Your job is to figure out the maximum length and the width of this rectangle.
If </span>P = Perimeter (is less than or equal to) 200 feet), then this is a constraint on the length and width of the rectangle.
2(length) + 2(width) (is less than or equal to) 200 feet)
2(4(width) - 5) + 2(width) (is less than or equal to) 200 feet
Let the variable "w" represent the width. Divide both sides of this inequality by 2. Simplify, to obtain an inequality for w.
That means Sam has 26 cookies.
32-6=26
The answer would be D because all sides are equivalent.
Do the top equation and that fraction line means devide so u devide the answers u get for the top and bottom