Can you write a binomial in standard form with a degree of 0?
Can you write a binomial with a degree of 3?
Explain.
Yes, I can help you with that.
A binomial is a polynomial with two terms. The degree of a binomial is determined by the term with the highest exponent.
To write a binomial in standard form with a degree of 0, you need to ensure that the exponent of the variable in both terms is 0. In other words, both terms need to be constants. For example, the binomial "2 + 5" has a degree of 0 because both terms are constants.
To write a binomial with a degree of 3, you need to have one term with an exponent of 3 and the other term needs to be a constant or have an exponent of 0. For example, the binomial "3x^3 + 1" has a degree of 3 because it has 1 term with an exponent of 3 and the other term has an exponent of 0.
In summary:
- A binomial with a degree of 0 has both terms as constants.
- A binomial with a degree of 3 has one term with an exponent of 3 and the other term can be a constant or have an exponent of 0.