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Let's break down the problem:

The farmer has 10,000 m² of land and wants to plant two types of crops: **chili peppers** (*cabai*) and **tomatoes** (*tomat*). There are two types of fertilizers involved: **Fertilizer A** and **Fertilizer B**. The amount of fertilizers required for each type of crop is:

- For **chili peppers**:
  - Fertilizer A: 2 kg/m²
  - Fertilizer B: 1 kg/m²

- For **tomatoes**:
 

Seorang petani ingin menanam dua jenis tanaman, yaitu cabai dan tomat. Ia memiliki lahan seluas 10.000 m². Untuk menanam cabai, dibutuhkan pupuk A sebanyak 2 kg/m² dan pupuk B sebanyak 1 kg/m². Sedangkan untuk menanam tomat, dibutuhkan pupuk A sebanyak 1 kg/m² dan pupuk B sebanyak 2 kg/m². Petani tersebut memiliki persediaan pupuk A sebanyak 18.000 kg dan pupuk B sebanyak 16.000 kg.

Solve a linear programming problem involving a farmer with 10,000 m² of land who wants to plant chili peppers and tomatoes. The problem focuses on optimizing land use given specific constraints on fertilizers A and B.

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