Find the Degree, Leading Term, and Leading Coefficient (2pi)/3

Problem

(2*π)/3

Solution

1. Identify the nature of the expression. The expression (2*π)/3 is a constant value because it does not contain any variables.

2. Determine the degree. Since a constant can be written as (2*π)/3*x0 the degree of the expression is 0

3. Identify the leading term. In a polynomial with only one term, that term is the leading term. Thus, the leading term is (2*π)/3

4. Identify the leading coefficient. The leading coefficient is the numerical coefficient of the leading term, which is (2*π)/3

Final Answer

Degree: *0, Leading Term: (2*π)/3, Leading Coefficient: (2*π)/3

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