I f the polynomial `t^3 - 3t^2 + kt + 50` is divided by `( t - 3 )` , the remainder is 62 . Find the value of k .

If the polynomial y^3 -5y^2 +7y +m is divided by y+2 and the remainder is 50, then find the value of m.

If the polynomial y^3-5y^2+7y+m is divided by y+2 and the remainder is 50 then find the value of m.

Polynomials bx^2 +2x+3 and bx^3 -3x+4 are divided by the polynomial (x-3) and the remainders are m and n respectively. If m+n =-8 , find the value of b.

Polynomial bx^2+x+5 and bx^3-2x+5 are divided by polynomial x-3 nd the remainder are m and n repectively. If m-n=0 then find the value of b.

Find the remainder when the polynomial y^3 -3y^2 +5y -1 is divided by (y-1) . p(y) =………. p(1) = …………….=………..=………………

The displacement s of a particle at time t is is given by s=2 t^3 - 4 t^2 -5t. Then find the time when the acceleration is 14ft/ sec^2