The area of a quilt can be expressed as $x^2+6x+4x+24$x2+6x+4x+24.
Which of the following rectangles has the same area as the (quilt)?
Express the area of the (quilt) in the factored form $\left(x+p\right)\left(x+q\right)$(x+p)(x+q).
How are the values of $6$6 and $4$4 related to $24$24?
The product of $6$6 and $4$4 is equal to $24$24.
The sum of $6$6 and $4$4 is equal to $24$24.
There is no relationship between $6$6 and $4$4 with $24$24.
Consider the positive trinomial $x^2+10x+24$x2+10x+24.
Consider the positive trinomial $x^2+19x+88$x2+19x+88.
Which of the following standard form trinomials can be written in the form $\left(x+p\right)\left(x+q\right)$(x+p)(x+q) where $p$p and $q$q are positive integers?