Question

factorise it p2 - 36p + 99​

Answer 1

Answer:

p

p 2

p 2 −36p+99

p 2 −36p+99p

p 2 −36p+99p 2

p 2 −36p+99p 2 −33p−3p−99

p 2 −36p+99p 2 −33p−3p−99p(p−33)−3(p−33)

p 2 −36p+99p 2 −33p−3p−99p(p−33)−3(p−33)(p−33)(p−3)

p 2 −36p+99p 2 −33p−3p−99p(p−33)−3(p−33)(p−33)(p−3)p−33=0 p−3=0

p 2 −36p+99p 2 −33p−3p−99p(p−33)−3(p−33)(p−33)(p−3)p−33=0 p−3=0p=33 p=3.

Answer 2

Step-by-step explanation:

$p^{2}$ - 36p + 99

= $p^{2}$ - 33p - 3p + 99

= ($p^{2}$ - 33p) (-3p + 99)

= p ( p - 33) - 3 ( p - 33)

= (p-3) (p-33) (Ans)