Final Answer:
The expression − 5/6v − 3/2v + 15/4 + 3/1v simplifies to − 19/6v + 15/4.
Eplanation:
In the given expression, the objective is to combine like terms. To simplify it, we first gather the v-terms together and the constant terms together. Then, by combining similar terms and performing arithmetic operations, we can simplify the expression. The term involving 'v' is simplified to (-5/6v) - (3/2v) + 3v, which simplifies to -19/6v. The constant terms, 15/4 and 0, add up to 15/4. Hence, the simplified expression becomes -19/6v + 15/4.
The expression comprises terms with 'v' and constant terms. To simplify it, we combine the coefficients of the 'v' terms and then sum the constants. The coefficients of 'v' terms, (-5/6) and (-3/2), are combined, resulting in -19/6v. The constants, 15/4 and 0, are added to give 15/4. Therefore, the final simplified expression is -19/6v + 15/4.