Factorize:
(x+2)(x²+25)-10x²-20x
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Given : (x + 2)(x² + 25) - 10x² - 20x
= (x + 2)(x² + 25) – 10x ( x + 2 )
Here (x + 2) is a common factor :
= ( x + 2 )[( x² + 25 – 10x)]
= ( x + 2 )[ ( x² – 10x + 25)]
By middle term splitting of ( x² – 10x + 25 ) :
= ( x + 2 ) ( x²– 5x – 5x + 25 )
= ( x + 2 ){ x (x – 5 ) – 5 ( x – 5 )}
= ( x + 2 )( x – 5 )( x – 5 )
(x + 2)(x² + 25) - 10x² - 20x = ( x + 2 )( x – 5 )²
Hence, the factorisation of ((x + 2)(x² + 25) - 10x² - 20x is ( x + 2 )( x – 5 )².
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