Wiki User
∙ 14y agoL + W = P/2 = 42 ft. 1/7th of 42 is 6 so L = 36 and W = 6 making the area 216 sqft.
Wiki User
∙ 14y agoTwice (length + width)
length times width equals the area of a rectangle. length times width equals the area of a rectangle. area
The perimeter of a rectangle is twice the length plus twice the width.20' x 2 = 40'100' - 40' = 60'60' / 2 = 30'
The area of a rectangle is found by multiplying the length times the width.
I assume you mean that the length is less than four times the width. Here is the outline. First assume, for simplicity, that the length is EQUAL to 4 times the width. Write two equatios for that - one for the perimeter, one for the area. Solve it, and find the corresponding area. That's basically the minimum area. At the other extreme, make the length equal to the width, and solve again. That would be the maximum area.
Twice (length + width)
length=2x width=x perimiter=2x+2x+x+x=30= 6x=30 divide by 6, x=5 area=length times width= 2(5)times 5 = 10 times 5= 50yd
It is the area of the rectangle which is length times width
length times width equals the area of a rectangle. length times width equals the area of a rectangle. area
The perimeter of a rectangle is twice the length plus twice the width.20' x 2 = 40'100' - 40' = 60'60' / 2 = 30'
A = lw Area of a rectangle = length times width
Area of a rectangle: length times width Width=11 Length= 11x3= 33 11x33= 363 square feet
length times width
In a regular quadrilateral, it's two times the sum of the length and width.
The area of a rectangle is found by multiplying the length times the width.
I assume you mean that the length is less than four times the width. Here is the outline. First assume, for simplicity, that the length is EQUAL to 4 times the width. Write two equatios for that - one for the perimeter, one for the area. Solve it, and find the corresponding area. That's basically the minimum area. At the other extreme, make the length equal to the width, and solve again. That would be the maximum area.
multiply length times height times width