Identify the third degree polynomial with 3 terms and a constant of 4.

Answer 1

A third degree polynomial must have an x³ term. In general, such a polynomial would have 4 terms in the form:

ax³ + bx² + cx + d

where d is a constant. If you must have a constant term of 4, then d = 4. If you have only three terms instead of four, then either the x² or the x term will be missing. So it is either:

ax³ + bx² + 4

or

ax³ + cx + 4

To determine the values of a, b, and/or c, we would need more information than you have provided.