Question

$11p + {p}^{2} + 30 \: factorise$
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Answer 1

Step-by-step explanation:

p²+11p+30

p²+5p+6p+30

p(p+5)+6(p+5)

(p+5)(p+6)

p= -6,-5

Answer 2

Step-by-step explanation:

$\bf{Question}$

11p + p² + 30

$\bf{To\:Find}$

We have to factorise here:-

$\bf{Solution}$

= 11p + p² + 30

Here, we will now put them in sequence of ascending to descending order

= p² + 11p + 30

= p² +( 6p +5p)+ 30

= p(p + 6) + 5(p + 6)

= (p + 6) (p+5)

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$\bf{Additional\: Information}$

What is factorise?

= Factorise is another way in algebra to take out the product of an expression using brackets.

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