Combine Like Terms: Step Title: Combine Like Terms Concise Step Description: Combine the terms with the variable 'n' to simplify the expression. Step Calculation: 14n + 25n = (14 + 25)n = 39n Step Output: Simplified expression: 39n + 25Identify Constant Term: Step Title: Identify the Constant Term Concise Step Description: Identify the constant term in the expression, which is the term without a variable. Step Calculation: The constant term is +25. Step Output: Constant term: +25Write Final Expression: Step Title: Write the Final Simplified Expression Concise Step Description: Combine the simplified variable term and the constant term to write the final simplified expression. Step Calculation: The final simplified expression is 39n + 25. Step Output: Final Simplified Expression: 39n + 25

Algebra 2

Factor polynomials

Full solution

14 n+25 n+25

Combine Like Terms: Step Title: Combine Like Terms $\newline$ Concise Step Description: Combine the terms with the variable $n$ to simplify the expression. $\newline$ Step Calculation: $14n + 25n = (14 + 25)n = 39n$ $\newline$ Step Output: Simplified expression: $39n + 25$
Identify Constant Term: Step Title: Identify the Constant Term $\newline$ Concise Step Description: Identify the constant term in the expression, which is the term without a variable. $\newline$ Step Calculation: The constant term is $+25$ . $\newline$ Step Output: Constant term: $+25$
Write Final Expression: Step Title: Write the Final Simplified Expression $\newline$ Concise Step Description: Combine the simplified variable term and the constant term to write the final simplified expression. $\newline$ Step Calculation: The final simplified expression is $39n + 25$ . $\newline$ Step Output: Final Simplified Expression: $39n + 25$