Yes. 9p2 + 12pq + 4q2 = (3p + 2q)2
It is (x+4)(x+5) when factored
5x(3x+4)
It is 6x(2x+5) when factored
It is (x+2)(x+9) when factored
It is: (x+1)(x+6) when factored
15j2(j + 2)
8p3 + 1 = (2p + 1)(4p2 - 2p + 1)
It is (x+9(x-2) when factored
2x2+5x+3 = (2x+3)(x+1) when factored
0
x2+5x-14 = (x+7)(x-2) when factored
The expression (3n^2 + 9n + 6) can be factored into simpler polynomial expressions, indicating that it has more than one factor. A polynomial of degree 2, like this one, generally has two factors when expressed in its factored form. Additionally, since it can be factored using methods such as grouping or the quadratic formula, it reveals multiple combinations of factors. Thus, it showcases the polynomial's ability to be expressed in various multiplicative forms.