How many terms are there at most and at least for a polynomial of degree 5 with only the letter Y? Why? Please help me answer My understanding is innumerable, the 5th power + 1 + 1 + 1 of Y. isn't + 1 also the 5th power polynomial of Y? Isn't my understanding right

How many terms are there at most and at least for a polynomial of degree 5 with only the letter Y? Why? Please help me answer My understanding is innumerable, the 5th power + 1 + 1 + 1 of Y. isn't + 1 also the 5th power polynomial of Y? Isn't my understanding right

How many terms are there in a quintic polynomial with the letter Y, not how many such polynomials are there
There are at most six terms and at least two terms for a quintic polynomial with the letter y
For example, y ^ 5 + y ^ 4 + y ^ 3 + y ^ 2 + y + n (n is a constant term) y ^ 5 + n (n is a constant term)
PS: the 1 after the formula you understand can be merged because they are all constant terms