A company is calculating the original price 'p' of a vehicle using the equation 12,000 = (3/4)p. To isolate 'p' and solve the equation, both sides should be multiplied by which value?

A logistics coordinator is solving the equation 15,000 = (5/6)p to find the original purchase price 'p' of a delivery truck. According to the Multiplication Property of Equality, the coordinator must multiply both sides of the equation by the ____ of the fraction 5/6 to isolate the variable.

A fleet manager is calculating the original price of a company vehicle that was purchased used. To find the price using the standard problem-solving strategy, arrange the following actions in the correct chronological order from start to finish.

Verifying the Original Price Calculation

Vehicle Fleet Price Translation

In a corporate fleet audit, if a vehicle's current value is reported as being a 'fraction of' its original price, the word 'of' indicates that the fraction should be multiplied by the original price to set up the algebraic equation.

In a corporate procurement audit, a manager needs to isolate a variable in the equation 12,000 = (3/4)p by multiplying both sides by the reciprocal (4/3). Which mathematical property ensures that the product of (4/3) and (3/4) is equal to 1?

During a corporate asset audit, a manager uses the equation $12,000 = \frac{3}{4}p$ to determine the original value of a vehicle. After finding a potential answer, the manager substitutes that value back into the original problem to confirm it accurately results in $12,000$. Which specific step of the standard problem-solving strategy is the manager performing?

Roles in Solving $12{,}000=\frac{3}{4}p$ for the Original Price