How do you write the polynomial $1 - 2s + 5s^4$ in standard form and how many terms and degree is it?

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How do you write the polynomial $1 - 2s + 5s^4$ in standard form and how many terms and degree is it?

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Answer 1 · 2016-04-11T10:20:59

$5s^4 -2s+1$ . Its degree is 4

Explanation:

Standard form is with the highest power terms preceding the other terms. The given polynomial in standard form would be $5s^4 -2s+1$ .
The degree of a polynomial is the the highest power of its variable. In the present case the degree of polynomial would be 4.

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How do you write the polynomial $1 - 2s + 5s^4$ in standard form and how many terms and degree is it?

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How do you write the polynomial $1 - 2s + 5s^4$ in standard form and how many terms and degree is it?