https://file.aiquickdraw.com/mathbot/file/1727317884797hsahk3ks.jpg

The problem in the image can be summarized as follows:

A ceramic craftsman sets the selling price of his product at **Rp 9,000 per unit**. The fixed cost incurred for producing the product is **Rp 205,000**, while the variable cost per unit is **Rp 15,000**. You are asked to determine how many units of the product need to be produced to reach the break-even point (Posisi Pulang Pokok).

### Given:
- Selling price per unit (\(P\)) = Rp 9,000
- Fixed cost (\(F\)) = Rp 205,000
- Variable cost per unit (\(C_v\)) = Rp 15,000

To calculate the break-even point (BEP), we use the formula:
\[
\text{BEP (units)} = \frac{F}{P - C_v}
\]

Let's calculate the number of units the craftsman must sell to break even.The result is negative, which indicates that the current setup of the problem is impossible to break even under these conditions.

The issue arises because the **variable cost per unit (Rp 15,000)** is higher than the **selling price per unit (Rp 9,000)**. This means that the craftsman is losing money for every unit sold, making it impossible to reach a break-even point.

If you want further clarification or have any questions, feel free to ask!

### Related Questions:
1. What would the break-even point be if the selling price was increased?
2. How much loss per unit is incurred with the current pricing and costs?
3. What price should the craftsman set to break even?
4. How does variable cost impact the overall profitability?
5. What are the possible strategies to reduce the fixed or variable costs?

**Tip:** Always ensure that the selling price is higher than the variable cost per unit to make a profit or at least break even.

Seorang pengrajin keramik menetapkan harga jual produknya sebesar Rp 9.000 per unit. Jika biaya tetap yang dikeluarkan untuk menghasilkan produk tersebut sebesar Rp 205.000, sedangkan biaya variabel per unit yang dikeluarkan sebesar Rp 15.000, tentukan berapa unit produk yang harus dihasilkan agar pengrajin tersebut berada pada posisi pulang pokok!

Learn how to calculate the break-even point for a ceramic craftsman who sets a selling price of Rp 9,000 per unit, with fixed costs of Rp 205,000 and variable costs of Rp 15,000 per unit. This problem involves understanding cost analysis and linear equations, suitable for Grades 10-12.

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