The two rectangles below have the same height-to-width ratio. What is the value of w? (If necessary, round your answer to two decimal places.)w = ‾​ A.16B.4.86C.8D.1.85SUBMITarrow_backPREVIOUS

The area of a rectangle is 1,056 square inches. Its length is 4 inches longer than 2 times its width.Which equation can you use to find the width of the rectangle, w?1,056=2w(4+w)1,056=w(4+2w)What is the width of the rectangle?

The width of a rectangle is 2 ft less than 4 times the length. Write a model for the width W in terms of the length L.Select one:a. W = 4L - 2b. W = 4L + 2c. W = 2L - 4d. W = 2L + 4

For each of two rectangles, the ratio of the rectangle’s length to its width is 10 to 7. The width of rectangle  is 19.7 times the width of rectangle Y. How does the length of rectangle  compare to the length of rectangle ?16 Mark For ReviewA) The length of rectangle  is 0.7 times the length of rectangle B) The length of rectangle  is 1.43 times the length of rectangle C) The length of rectangle  is 19.7 times the length of rectangle D) The length of rectangle  is 28.14 times the length of rectangle

The distance around a rectangle is given by the expression 2(l + w), where l is the length and w is thewidth. What is an equivalent expression for this distance?

If you have two similar rectangles and one is 16 cm long by 6 cm wide, and the other is 12 cm wide, how long would it have to be?(Enter only the number with no units in the blank.)