Question

A television screen has length 16 1/2, width w inches, and area 462 square inches. Select all equations that represent the relationship of the side lengths and area of the television. A. W • 462 = 16 1/2 B. 16 1/2 • w = 462 C. 462 divided by 16 1/2 = w D. 462 divided by w = 16 1/2 E. 16 1/2 • 462 = w

Answer 1

The answer is B,C,and D or 2,3, and 4 depending how it is on your worksheet

Answer 2

Option B , C , D are correct

`462 = 16(1)/(2) * w`

`w = 462 / 16(1)/(2)`

`462 / w = 16(1)/(2)`

Solution:

Given that television screen has length
`16(1)/(2)`, width w inches, and area 462 square inches

The television screen is generally of rectangular shape

The area of rectangle is given as:

Area = length x width

From given question,

`length = 16(1)/(2)`

width = w

area = 462 square inches

Substituting the values in above formula,

`462 = 16(1)/(2) * w`

Therefore Option B is correct

We can rewrite the above equation and find value of w

`w=(462)/(16 (1)/(2))`

`w = 462 / 16(1)/(2)`

Thus option C is correct

We can rewrite the above equation

`(462)/(w)=16 (1)/(2)`

`462 / w = 16(1)/(2)`

Thus Option D is correct