1. The problem is to identify parts of the inequality $35c + -81v + -68 > 199$. 2. A **coefficient** is a number multiplying a variable. Here, $35$ is the coefficient of $c$, and $-81$ is the coefficient of $v$. 3. A **variable** is a symbol representing an unknown value. Here, $c$ and $v$ are variables. 4. A **term** is a part of an expression separated by plus or minus signs. The terms here are $35c$, $-81v$, and $-68$. 5. A **constant** is a term without a variable. Here, $-68$ is a constant. 6. An **expression** is a combination of terms without an equality or inequality sign. $35c + -81v + -68$ is an expression. 7. An **equation** is a statement that two expressions are equal, using $=$. This problem is not an equation. 8. An **inequality** is a statement that one expression is greater or less than another, using $>$, $<$, $\geq$, or $\leq$. Here, $35c + -81v + -68 > 199$ is an inequality. Final answers: - Coefficients: $35$, $-81$ - Variables: $c$, $v$ - Terms: $35c$, $-81v$, $-68$ - Constant: $-68$ - Expression: $35c + -81v + -68$ - Inequality: $35c + -81v + -68 > 199$