factorise the following using appropriate identities 3p²-24p+36
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Step-by-step explanation:
Solution :
Given Quadratic expression
3p² - 24p + 36
= 3( p² - 8p + 12 )
Splitting the middle term , we get
= 3( p² -6p - 2p + 12 )
= 3 [ p( p - 6 ) - 2 ( p - 6 ) ]
= 3[ ( p - 6 )( p - 2 ) ]
= 3(p-6)(p-2)
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