t ^ 3 - 2t ^ 2 + t - 2 61. On dividing -6 respectively. Find g(t) . by a polynomial g(t), the quotient and the remainder were t ^ 2 - 3t + 4 and -6 respectively. find g(t)

t ^ 3 - 2t ^ 2 + t - 2 61. On dividing -6 respectively. Find g(t) . by

1.	t ^ 3 - 2t ^ 2 + t - 2 61. On dividing -6 respectively. Find g(t) . by a polynomial g(t), the quotient and the remainder were t ^ 2 - 3t + 4 and -6 respectively. find g(t)
Answer» ONG>Answer: ^ 3 - 2t ^ 2 + t - 2 61. On dividing -6 RESPECTIVELY. Find g(t) . by a polynomial g(t), the quotient and the REMAINDER were t ^ 2 - 3t + 4 and -6 respectively. find g(t)

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t ^ 3 - 2t ^ 2 + t - 2 61. On dividing -6 respectively. Find g(t) . by a polynomial g(t), the quotient and the remainder were t ^ 2 - 3t + 4 and -6 respectively. find g(t)​

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t ^ 3 - 2t ^ 2 + t - 2 61. On dividing -6 respectively. Find g(t) . by a polynomial g(t), the quotient and the remainder were t ^ 2 - 3t + 4 and -6 respectively. find g(t)