Question

divide as directed 96abc(3a-12)(5b-30) by 144(a-4)(b-4)

Answer 1

96abc (3a-12)(5b-30)/144 (a-4)(b-4)
=> 96abc*3(a-4)*5(b-6)/144(a-4)(b-4)
=> 96abc*3*5*(b-6)/144(b-4)
=> 96abc*15(b-6)/144b-576
=> 96abc(15b-90)/144b-576
=> 1440ab^2c-8640/144 (b-4)
=> 1440(ab^2c-6)/144(b-4)
=> 10(ab^2c-6)/(b-4)
=> 10ab^2c-60/(b-4)
=> quotient = (10abc+40ac) &
remainder = (-160ac-60)

Answer 2

Answer:

Here

Step-by-step explanation: