Math  /  Algebra

Question(5) What is the coefficient of the second term in this expression? 9n+6k+m9 n+6 k+m \square Submit

Studdy Solution

STEP 1

1. The expression given is 9n+6k+m 9n + 6k + m .
2. The expression is a polynomial with three terms.
3. Each term in a polynomial is typically of the form axb ax^b , where a a is the coefficient, x x is the variable, and b b is the exponent.
4. The second term in the expression is 6k 6k .

STEP 2

1. Identify the terms in the expression.
2. Identify the second term.
3. Determine the coefficient of the second term.

STEP 3

Identify the terms in the expression 9n+6k+m 9n + 6k + m .
The terms are: - First term: 9n 9n - Second term: 6k 6k - Third term: m m

STEP 4

Identify the second term in the expression.
The second term is 6k 6k .

STEP 5

Determine the coefficient of the second term.
The second term is 6k 6k , and the coefficient is the numerical factor multiplying the variable k k .
Thus, the coefficient is 6 6 .
The coefficient of the second term is 6 \boxed{6} .

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