How do you find the degree of a trinomial $18 y^{5} - 9 y^{4} + 1$ $18y^5 - 9y^4 + 1$ ?

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How do you find the degree of a trinomial $18 y^{5} - 9 y^{4} + 1$ $18y^5 - 9y^4 + 1$ ?

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Answer 1 · 2015-07-20T19:38:00

The degree of the trinomial $18 y^{5} - 9 y^{4} + 1$ $18y^5-9y^4+1$ is $5$ $5$ .

Explanation:

The degree of a polynomial with one variable is equal to the greatest exponent on that variable. The greatest exponent in the equation $18 y^{5} - 9 y^{4} + 1$ $18y^5-9y^4+1$ is $5$ $5$ . Therefore, the degree of the equation is $5$ $5$ .

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How do you find the degree of a trinomial $18 y^{5} - 9 y^{4} + 1$ $18y^5 - 9y^4 + 1$ ?

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How do you find the degree of a trinomial $18 y^{5} - 9 y^{4} + 1$ $18y^5 - 9y^4 + 1$ ?