if (x⁴-a⁴) is divided by (x-a) then the remainder
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Answer:
Remainder = 0
Step-by-step explanation:
According to Remainder Theorem
If a Divisor (here) (X^4 - A^4) is divided by the Dividened (X - A).
Then, X - A = 0 & X = A
Now, putting the value of X as A in the equation (X^4 - A^4), We get, (A^4 - A^4) = 0
Hence, Remainder is 0. That means (X - A) equally divides (X^4 - A^4).
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