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If the polynomial x5 − 105 can be split as the product of the polynomials x − 10 and a, what is a? x4 − 99,990 x4 + 10x3 + 100x2 + 1,000x − 10,000 x4 + 10x3 + 100x2 + 1,000x + 10,000
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the multiplication of \(a\) with \((x-10)\) must give \((x^5-105)\) as product so \(a \times (x-10)=x^5-105\) \(a=\large \frac{x^5-105}{x-10}\) do this division to get your solution! :)
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