The minimum number of units that must be sold to generate a profit of? 50,000 is 500, and the maximum number of units that can be sold is 750.

### How do you calculate break-even output?

The following is a helpful reminder of an essential formula:

- Per-unit contribution = retail price minus variable production costs.
- The number of units produced before costs exceed revenues is the break-even point.
- Therefore, profitable production is 6,666 units.

**Determine the point of no return in terms of output.**

When total revenues are equal to total expenses, the business is said to have reached break-even. How many units a company must sell in order to reach the break-even point (BEP) can be calculated using the break-even output.

**How much money can be made at the most?**

Maximum Profit Criteria Maximum revenue is the maximum possible profit a good or service can make when sold at the highest possible price and is in highest possible demand.

## How do you calculate break-even in business?

Profitability = Fixed Expenses minus Profit Margin This calculator can help you figure out the break-even point for each product in your lineup.

### What is break even GCSE?

When a company’s revenue is equal to its expenses, it has reached the break-even point and is no longer making a profit or a loss. The company will be profitable if it can sell at production levels above this threshold.

**In accounting, what does the P V ratio mean?**

The percentage expressed as a ratio of profits to sales volumes shows how much of a contribution each generates. It is the ratio of sales to contribution that reveals how much money was brought in for every rupee spent. The profit-volume ratio also rises if marginal costs are lowered while selling prices remain unchanged.

**The question is, how do you solve for the maximum possible revenue?**

It is possible to calculate the maximum revenue by using the formula: revenue = price multiplied by quantity.

- The expression R (q) = pqdisplaystyle R(q)=p*q}
- The expression R (q) equals 505,000 (displaystyle: R(q)=505,000).
- The value of R (q) is 250,000, or “displaystyle R(q)=250,000.”