Question

what is the degree of the polynomial ax⁷+ax¹¹+36​

Answer 1

Step-by-step explanation:

degree = 11

the degree of the polynomial is the highest degree.

Answer 2

Solution:-

Note:

• The degree of a polynomial is the highest of monomial.
• The degree of a monomial can be found just by adding the exponents of variables.

Given: ax⁷+ax¹¹+36​

To find: The degree of the polynomial ax⁷+ax¹¹+36​

• In the given polynomial ax⁷+ax¹¹+36​, 'a' is the constant; 'x' is the variable.

There are 3 monomials in this polynomial.

They're:

1. ax⁷ → Degree of variable is 7
2. ax¹¹ → Degree of variable is 11
3. 36x⁰ → Degree of variable is 0

We observe, that the highest degree of variable is present in the 2nd monomial...Hence, the degree of the polynomial is 11.

Answer:

The degree of the polynomial ax⁷+ax¹¹+36​ is 11.

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