Question

find the quotient that is value of the following
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Answer 1

Answer:

Try doing it yourself using long division method

If still you find trouble in finding the ans

You can ask for help

Answer 2

Before we substitute the value, by remainder theorem:

The value is itself divided by $x-\frac{1-3i}{5}$.

$5x-1+3i$ does give the same remainder. If we multiply $5x-1-3i$ to it:

→$(5x-1)^2+9=25x^2-10x+10$

And this gives the same remainder.

Divide by 5

→$5x^2-2x+2$

Now let's use division algorithm.

→$(5x^4-2x^3+7x^2-2x+1)\div (5x^2-2x+2)$

→Quotient x²+1, remainder -1

Therefore, the value is -1.