Question

P^2-13p-30÷p-3 .give me the answer

Answer 1

Is it p^2-13p+30/p-3?

Answer 2

Answer:

no factor

or p-10 with assumption

Step-by-step explanation:

P^2-13p-30 ÷p-3

$\frac {p^{2} - 13p - 30}{p-3}\\= \frac{p^2 - 15p +2p - 30}{p-3} \\= \frac{p(p-15)+2(p-15)}{p-3} \\=\frac{(p+2)(p-15)}{p-3}$

Hence no factor

but if we taken question as

P^2-13p+30 ÷p-3

$\frac {p^{2} - 13p + 30}{p-3}\\= \frac{p^2 -10p -3p + 30}{p-3} \\= \frac{p(p-10)-3(p-10)}{p-3} \\=\frac{(p-3)(p-10)}{p-3} \\= p-10$