Dimensions Of A Rectangle

Dimensions Of A Rectangle

Dimensions of recovery? 10 easy points?

Parameter = 156 5x = 7

2x + 2y = 156

10x2y = 0

12x = 156

x = 13

y = 65

x is latitude and y is longitude

Applies to the following arc: frame = 2 × length + 2 × width. So, you have:

L = L / 5

2W + 2L = 156

Solve for W and L You can do this by converting L 5 L / 5 to W in other equations and solving for L. Solve for W when you work.

65 long and 13. wide

Use seaweed.

Length L Width 1 / 5L

The frame is 4 pages = L + L + 1 / 5L + 1 / 5L = 156.

Multiply by 5 and eliminate 5.

5L + 5L + L + L = 780.

Now solve for L and its width is 1/5.

Dimensions Of A Rectangle

Dimensions Of A Rectangle

L = length

w = width

L = 5w

Parameter = 2L + 2W

156 = 2 (5 W) + 2 W.

156 = 12W

W = 13

Width = 13

Length = 65

2W + 5 (2) W = 156

2W + 10W = 156

12 W = 156

L = 13

The width is 13 meters.

L = 0.2 * L

2L + 2W = 156

2L + 2 (.2L) = 156

2.4 liters = 156

L = 65

W = 0.2 (65) or 13

Dimensions Of A Rectangle