Questions: Find the degree of the term 5: Find the degree of the term 3x^8: Find the degree of the term -4x^9: Find the degree of the term -6x^6: Find the degree of the polynomial 5+3x^8-4x^9-6x^6:

Find the degree of the term 5: Find the degree of the term 3x^8: Find the degree of the term -4x^9: Find the degree of the term -6x^6: Find the degree of the polynomial 5+3x^8-4x^9-6x^6:
Transcript text: Find the degree of the term 5 : $\square$ Find the degree of the term $3 x^{8}$ : $\square$ Find the degree of the term $-4 x^{9}$ : $\square$ Find the degree of the term $-6 x^{6}$ : $\square$ Find the degree of the polynomial $5+3 x^{8}-4 x^{9}-6 x^{6}$ : $\square$
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Solution

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Solution Steps

Step 1: Identify the Terms

The given expression is a single term with coefficient 5 and degree 0.

Step 2: Determine the Degree

Since the term is a constant, its degree is 0.

Final Answer: The degree of the given expression is 0.

Step 1: Identify the Terms

The given expression is a single term with coefficient 3 and degree 8.

Step 2: Determine the Degree

Since the term includes a variable x, its degree is the exponent 8.

Final Answer: The degree of the given expression is 8.
Step 1: Identify the Terms

The given expression is a single term with coefficient -4 and degree 9.

Step 2: Determine the Degree

Since the term includes a variable x, its degree is the exponent 9.

Final Answer: The degree of the given expression is 9.
Step 1: Identify the Terms

The given expression is a single term with coefficient -6 and degree 6.

Step 2: Determine the Degree

Since the term includes a variable x, its degree is the exponent 6.

Final Answer: The degree of the given expression is 6.
Step 1: Identify the Terms

The given polynomial is 5x^0 + 3x^8 - 4x^9 - 6x^6.

Step 2: Determine the Degree

The degree of the polynomial is the highest degree among all its terms, which is 9.

Final Answer: The degree of the given expression is 9.
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