Question

Select in the options below HOW MANY TERMS and what is the DEGREE of the polynomial. -6s²tu³ +st+tu²+ st³u+t³ Make sure you pick one answer for the number of terms and one answer for the degree of the poly Number of terms: 3 O Number of terms: 4 O Number of terms: 5 Number of terms: 6 O Degree of the polynomial: 3 O Degree of the polynomial: 5 Degree of the polynomial: 6 Degree of the polynomial: 8​

Answer 1

Explanation:

The polynomial -6s²tu³ +st+tu²+ st³u+t³ has 5 terms .

To find the degree of the polynomial, we need to determine the highest power of s, t, and u that appears in the polynomial. The highest power of s is 3 (from st³u), the highest power of t is 3 (from st³u and t³), and the highest power of u is 3 (from -6s²tu³ and tu²). Therefore, the degree of the polynomial is 3 .

Therefore, the correct answers are:

Number of terms: 5

Degree of the polynomial: 3

I hope this helps! Let me know if you have any other questions.