A firm sells 20,000 units of a particular product at a price of $50 per unit. The company spends $30 per unit in raw materials and labor charges. What are company's fixed costs if it made a profit of $100,000?
I don't know, but I'm pretty sure the answer involves a calculator and some serious number crunching. Maybe I should have paid more attention in my accounting class.
I think I got this. The key is recognizing that profit = total revenue - total costs. So if we know the profit is $100,000, and we can calculate the total revenue and variable costs, then the fixed costs must be whatever's left over.
This seems pretty straightforward to me. We just need to rearrange the profit equation to solve for the fixed costs. Total revenue minus total variable costs equals profit, so fixed costs must be the remaining amount.
Wait, I'm a little confused. How do we know the fixed costs if we're just given the profit? Shouldn't we need to know the total costs to figure that out?
Okay, I think I can do this. Let me break it down step-by-step: total revenue is 20,000 units x $50 per unit, and total variable costs are 20,000 units x $30 per unit. Then I just need to subtract the variable costs from the revenue and set that equal to the $100,000 profit.
Hmm, this looks like a straightforward profit calculation problem. I'll need to find the total revenue and total variable costs, then subtract to get the fixed costs.
I practiced a similar question where we had to find fixed costs based on profit and variable costs. I think it involves subtracting total variable costs from total revenue.
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