question 10 consider the expression: 8f - 5g + 6h - 10j + 2 a) how many terms does the expression have? b)…
question 10 consider the expression: 8f - 5g + 6h - 10j + 2 a) how many terms does the expression have? b) what is the constant of the expression? c) what is the fourth term in the expression? d) what is the coefficient of the third term?
Answer
Explanation:
Step1: Identify terms
A term is a single number, variable, or product of numbers and variables. In the expression $8f - 5g+6h - 10j + 2$, the terms are $8f$, $- 5g$, $6h$, $-10j$, $2$. So there are 5 terms.
Step2: Find the constant
A constant is a term without a variable. In the given expression, the constant is 2.
Step3: Locate the fourth term
Counting the terms $8f$ (first), $- 5g$ (second), $6h$ (third), $-10j$ is the fourth term.
Step4: Determine the coefficient
The coefficient is the numerical factor of a term with a variable. For the third - term $6h$, the coefficient is 6.
Answer:
a) 5 b) 2 c) $-10j$ d) 6