Question

1. 10 + 8x

derm:
degree:

1. $4b^9 + 5b^2 + b^4$

Explanation:

Step1: Identify terms for 10+8x

The terms are individual parts separated by +: $10$, $8x$

Step2: Find degree for 10+8x

Degree is highest exponent of $x$: For $10$ (exponent 0), $8x$ (exponent 1). Highest is 1.

Step3: Identify terms for $4b^0+5b^1+6^4$

The terms are individual parts separated by +: $4b^0$, $5b^1$, $6^4$

Step4: Find degree for $4b^0+5b^1+6^4$

Degree is highest exponent of $b$: For $4b^0$ (exponent 0), $5b^1$ (exponent 1), $6^4$ (exponent 0). Highest is 1.

Answer:

For $10 + 8x$:

Terms: $10$, $8x$
Degree: $1$

For $4b^0 + 5b^1 + 6^4$:

Terms: $4b^0$, $5b^1$, $6^4$
Degree: $1$