The polynomial is quintic binomial.
The given polynomial is [tex]3r^5-7r[/tex]. The polynomial is given in standard form. i.e., terms are arranged in the decreasing order of its powers.
The degree of the polynomial is the highest power of 'r' in the polynomial.
So degree of the polynomial [tex]3r^5-7r[/tex] is 5.
Polynomials of degree 5 are called quintic.
The polynomial has 2 terms: [tex]3r^5, 7r[/tex]
Since the number of terms are two, we can call it binomial.
So the polynomial [tex]3r^5-7r[/tex] is quintic binomial.
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