What is the standard simplest form of the polynomial: $- 80 s^{3} - 2 s^{9} + 10 s^{5} + 100 s$ ?

s (- s^{8} + 5 s^{4} - 40 s^{2} + 50)

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2 (- s^{8} + 5 s^{4} - 40 s^{2} + 50)

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2 s (- s^{8} + 5 s^{4} - 40 s^{2} + 50)

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2 s^{2} (- s^{8} + 5 s^{4} - 40 s^{2} + 50)

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Solution

The correct option is C $2 s (- s^{8} + 5 s^{4} - 40 s^{2} + 50)$
Given polynomial: $- 80 s^{3} - 2 s^{9} + 10 s^{5} + 100 s$

Standard form: $- 2 s^{9} + 10 s^{5} - 80 s^{3} + 100 s$

Standard simplest form: $2 s (- s^{8} + 5 s^{4} - 40 s^{2} + 50)$

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