Answer:
Factored form the given quadratic equation
is

Explanation:
Given :

We have to factorize the given equation completely and place the factors in the proper location on the grid.
Consider the given quadratic equation
.
We solve the given quadratic equation using middle term splitting method,
6y can be written as 4y + 2y , then equation becomes,

Taking 4y common from first two term and 1 common from last two term , we have,


Thus, factored form the given quadratic equation
is

The placement of the factors in the proper location on the grid is shown in figure attached below.