Asteel company is making flat rectangular frames as a part of a new product they are launching each frame will be cut out of a plece of steel

and will have a final area as close to 28 cm² as possible. the width of the frame needs to be uniform throughout. the inside dimensions of the

frame must be 11 cm by 6 cm.

complete the equation that models the above situation, and find the width of the frame, x

The problem has no real solution, because the area of inside of the frame is bigger than the total area of the frame.

Step-by-step explanation:

Any way here is the mathematical explanation/solve to this statement.

As show in the graphic, there is a representation of the situation stated in the problem. So in order to calculate the area we have the next equation as a function of x.

Area:

Solving the equation to find the roots (values of x):

So mathematically there is no real answer, since x is a width must be positive number. And practically the outer area must be bigger than the inner area, and the inner area is given by 6 times 11, or 66 .

it is 10.6 according to my calculations