https://file.aiquickdraw.com/mathbot/file/1726656048809h2ut5z9n.docx

Here are the questions from the document you uploaded, which seems to be a business math quiz:

1. **Tentukan fungsi permintaan yang melalui titik (3, 3) dan (2, 4):**  
   A. \( P = x + 6 \)  
   B. \( P = -x + 6 \)  
   C. \( P = 2x + 6 \)  
   D. \( P = -2x + 6 \)  
   E. \( P = x - 6 \)

2. **Tentukan titik potong dari persamaan garis berikut \( Y = 2 + 2x \) dan \( Y = 10 - 2x \):**  
   A. (4, 6)  
   B. (2, 6)  
   C. (2, 5)  
   D. (3, 5)  
   E. (6, 2)

3. **Diketahui titik A (2, 8) dan B (4, 5), tentukan kemiringan garis AB:**  
   A. 15  
   B. 05  
   C. -15  
   D. -12  
   E. -05

4. **Persamaan garis yang melalui titik (4, 1) dengan kemiringan 2 adalah:**  
   A. \( Y = 7 - 2x \)  
   B. \( Y = 9 - 2x \)  
   C. \( Y = 2x - 7 \)  
   D. \( Y = 2x - 9 \)  
   E. \( Y = x + 4 \)

5. **Hitunglah nilai \( a \) supaya garis \( Y = ax + 2 \) sejajar dengan garis yang melalui titik (2, 4) dan (3, 1):**  
   A. -3  
   B. 3  
   C. 2  
   D. 4  
   E. -2

Would you like solutions for any of these questions or further explanations on any particular problem?

Here are 5 related questions for further study:
1. How do you calculate the slope of a line given two points?
2. What is the relationship between the slopes of parallel lines?
3. How can you determine the equation of a line if you're given its slope and a point on the line?
4. How do you find the intersection point of two linear equations?
5. What are the steps to find the slope-intercept form of a line from its equation?

**Tip:** When solving for the slope of a line passing through two points, use the formula \(\frac{y_2 - y_1}{x_2 - x_1}\).

Soal Kuis Pre Tes MK Matematika Bisnis: 1. Tentukan fungsi permintaan yang melalui titik (3, 3) dan (2, 4); 2. Tentukan titik potong dari persamaan garis berikut Y = 2 + 2x dan Y = 10 – 2x; 3. Diketahui titik A (2, 8) dan B (4, 5), tentukan kemiringan garis AB; 4. Persamaan garis yang melalui titik (4, 1) dengan kemiringan 2 adalah; 5. Hitunglah nilai a supaya garis Y = ax + 2 sejajar dengan garis yang melalui titik (2, 4) dan (3, 1).

Learn how to solve problems involving linear equations, slopes, and intersections. This business math quiz covers topics such as calculating the slope between two points, finding the equation of a line, and determining intersection points. Suitable for high school students in Grades 9-12.

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