A square is 6 inches on each side. A small square, x inches on each side, is cut out from each corner of the original square. Represent the area of the remaining portion of the square in the form of a polynomial function A (x)

.

Question

Brianna Willis

Mathematics

5 February, 07:24

A square is 6 inches on each side. A small square, x inches on each side, is cut out from each corner of the original square. Represent the area of the remaining portion of the square in the form of a polynomial function A (x)

.

+1

Answers (1)

Know the Answer?

Waldo · Answer 1

Draw a square with 4 equal sides that are 6 inches long. Then draw a small square on a corner of your drawn square. A (x) = 36 - A^2

a being the area of the smaller square

A^2 = area of a square.

A square is 6 inches on each side. A small square, x inches on each side, is cut out from each corner of the original square. Represent the area of the remaining portion of the square in the form of a polynomial function A (x).

A square is 6 inches on each side. A small square, x inches on each side, is cut out from each corner of the original square. Represent the area of the remaining portion of the square in the form of a polynomial function A (x)

.