Dividend = 53, Divisor = ‘b’, Quotient = 4, Remainder = 1.
If the remainder is 1, then ‘b’ is perfectly divisible by 52 , which is 53–1.
Divisor x Quotient = Dividend - Remainder
b x 4 = 53 - 1
4b = 52
therefore b = 52/4 = 13.
On dividing x^3-8x3^2+20x-10 by a polynomial g(n) the quotient and the reminder where x-4 and 6 respectively find g(n)
By what number is (a+bx) to be divided in order to get ‘a’ as the quotient and ‘b’ as the reminder?