Final answer:
The constant term of a polynomial and the exponent of the third term cannot be determined without more information.
Step-by-step explanation:
The constant term of a polynomial is the term that does not contain any variable.
To find the constant term, you look for the term without a variable or any exponent. In this case, since no specific polynomial is given, it is unclear how many terms the polynomial has and what each term looks like. Therefore, it is impossible to determine the constant term without more information.
The exponent of a term in a polynomial refers to the power to which the variable is raised. For example, in the term 3x^2, the exponent is 2. In order to determine the exponent of the third term, we need to know the specific polynomial and count the terms starting from the first term. Without the polynomial, it is not possible to determine the exponent of the third term.