A plant is currently producing $100,000$ piece$/$year of product. The variable cost $($which is proportional to production rate$)$ is $$1,000,\frac{000}{?}$ year. The fixed charges including overhead and general expenses are $$500,\frac{000}{?}$ year. The plant sells all the product it produces and is currently making a profit of $$300,\frac{000}{?}$ year.

Assume the price of the product does not change, the break$-$even production rate in piece$/$year is:

Hint: You need to find the price per unit first, Revenue $=$ price$/$ unit $$ number of units.

Profit $=$ Revenue $-$ fixed costf$-$ variable cost.

Break$-$even point means profit is zero.

Report your answer to $0$ decimal place. Do not include the units.