<u>Answer:</u>
The expression in a completely factored form (p+6) - p(p+6) is not factorizable
<u>Solution:</u>
Factorisation is basically splitting a two degree polynomial in such a way as to find two roots of the equation that satisfy it.
The given equation is
(p+6)-p(p+6)=0
For factorisation we have to convert the given equation into the form
To do that the given equation has to be simplified.
<u><em>There are two ways to solve this equation. </em></u>
We can either factorise it or use the quadratic equation formula. For factorising it, it has to satisfy certain conditions.
The condition is should be a perfect square otherwise the equation is not factorable.
a = -1,b = 7,c = 6
= 73
On substituting the values of a,b and c in the quadratic equation the answer is 73.
73 is not a perfect square. Therefore it is not factorizable.
