The polynomial p(x)=4x3+7x2–5x+t, when divided by x+1 gives 3 as the remainder. Find the value of ‘t’.
Find the value of ‘t’ for which the polynomial P(x) = x3+3x2+2x+t gives 3 as remainder when divided by( x – 1).
Statement1: The polynomial P(x)=4x3–3x2+5x–6 when divided by x–1 gives zero as the remainder.
Statement2: (x–1) is a factor of the polynomial P(x)=4x3–3x2+5x–6.