(x + 1)^4 is divided by (x - 1)^3. Then the value of the remainder at x = 1 is
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C) 16
Step-by-step explanation:
According to Reminder Theorem, putting value of X as 1 in the equation (X + 1)^4.
We get, (1 + 1)^4 = (2)^4 = 16
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