Question

What is 4y+10 in factored form

Answer 1

Answer:

4y= -10

y=-10/4

y= -5/2

Answer 2

Step-by-step explanation:

Given : The area of a rectangle is 4y + 10.

To Find: A. Represent the area of the rectangle in factored form.

B. Use the factored form to give one possible set of dimensions for this rectangle.

Solution:

The area of a rectangle = 4y + 104y+10

= 2(2y + 5)2(2y+5)

So, the area of the rectangle in factored form is 2(2y + 2(2y+5)

B) Use the factored form to give one possible set of dimensions for this rectangle.

Area of rectangle = Length \times BreadthLength×Breadth

The area of the rectangle in factored form is 2(2y + 2(2y+5)

Substitute y = 1

The area of the rectangle = 2(2(1)+5)

= 2 x 7

So, one possible set of dimensions for this rectangle is 2 x 7

hope it's helpful