Asked by Elle
I was given this interesting problem:
The length of a rectangle is 6 feet longer than its width. The perimeter is less than 48 feet. Write a mathematical expression for the width of the rectangle.
How do I go about doing this?
The length of a rectangle is 6 feet longer than its width. The perimeter is less than 48 feet. Write a mathematical expression for the width of the rectangle.
How do I go about doing this?
Answers
Answered by
Quidditch
What does the problem say:
Perimeter is less than 48ft.
Let P=perimeter
Let L=length
Let W=width
P<48ft
Express perimeter in terms of length and width:
P=L+W+L+W
or
L+W+L+W<48ft
Express the width as a funtion of L.
Substitute that value into the above equation and solve for W.
Perimeter is less than 48ft.
Let P=perimeter
Let L=length
Let W=width
P<48ft
Express perimeter in terms of length and width:
P=L+W+L+W
or
L+W+L+W<48ft
Express the width as a funtion of L.
Substitute that value into the above equation and solve for W.
Answered by
Quidditch
Sorry the next to last line should say to express LENGTH as a function of W.
Then, solve for W.
Then, solve for W.
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