%E2%88%92(%E2%88%921%2F3v%2B5%2F9).jpeg "(2/9v)−(−1/3v+5/9)")
Simplifying the Expression: (2/9v)−(−1/3v+5/9)
This article will guide you through simplifying the expression (2/9v)−(−1/3v+5/9).
Understanding the Expression
The expression involves:
- Variables: The variable 'v' represents an unknown value.
- Fractions: The coefficients of 'v' are fractions.
- Parentheses: The parentheses indicate the order of operations.
Simplifying the Expression
-
Distribute the negative sign: The negative sign in front of the parentheses means we multiply each term inside the parentheses by -1. This gives us: (2/9v) + (1/3v - 5/9)
-
Combine like terms: Combine the terms with 'v' and the constant terms.
- For the 'v' terms: (2/9v) + (1/3v) = (2/9v) + (3/9v) = (5/9v)
- For the constant terms: -5/9
-
Write the simplified expression: Combining the simplified terms gives us: (5/9v) - (5/9)
Conclusion
The simplified form of the expression (2/9v)−(−1/3v+5/9) is (5/9v) - (5/9).