Answer:
6(2p-1)(p-4)
Step-by-step explanation:
Here, we want to factorize the given equation
we have to bring the right hand side values to the left
We have this as;
12p^2 - 10p = 44p - 24
12p^2 -10p -44p +24 = 0
12p^2 - 54p + 24 = 0
6(2p^2 -9p + 4) = 0
6(2p^2 -p-8p + 4) = 0
6(p(2p - 1) -4(2p - 1)) = 0
= 6(p-4)(2p-1) = 0
