https://file.aiquickdraw.com/mathbot/file/172785170811721qkbwgx.jpg

The question in the image asks: "Banyak faktor positif dari bilangan empat angka tersebut adalah ...." which translates to: "The number of positive factors of the four-digit number is ...."

The options provided are:
- A. 6
- B. 12
- C. 18
- D. 24
- E. 36

To solve this, we first need to determine what "bilangan empat angka tersebut" (the four-digit number) is. However, it seems that the specific number is not given in the image itself. If you know the four-digit number or have more context, please provide that detail so I can continue with the calculation.

Would you like to clarify or provide the four-digit number so I can solve the problem accurately?

Here are some questions related to factorization and number properties:
1. What is the prime factorization method for finding factors of a number?
2. How can the number of divisors of a number be determined using its prime factors?
3. What are the differences between prime factors and factors?
4. Can a four-digit number have exactly 6 positive factors?
5. What is the maximum number of factors a four-digit number can have?

**Tip:** The total number of divisors of a number can be found by using the formula from its prime factorization.

Banyak faktor positif dari bilangan empat angka tersebut adalah ....

Determine how many positive divisors a four-digit number can have by using prime factorization and divisor counting formulas. This problem focuses on number theory and is suitable for Grades 7-9 students.

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