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The task sheet you've uploaded is related to the concept of *KPK* (Kelipatan Persekutuan Kecil), which is the Least Common Multiple (LCM) in Indonesian mathematics. It contains five questions involving scenarios where different events occur at regular intervals, and you're asked to find out when those events will coincide again.

Let me break down the questions for you:

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**1. Surya and Tegar - LCM of 10 and 15:**
   - Surya plays kites every 10 days, and Tegar every 15 days. Starting from March 1st, when will they play together again?

**2. Leon and Arga - LCM of 3 and 2:**
   - Leon practices trampoline every 3 days, and Arga every 2 days. If they train together on a Tuesday, when will they next train together?

**3. Doni and Sinta - LCM of 8 and 12:**
   - Doni runs a lap in 8 minutes, and Sinta in 12 minutes. If they start together at 07:00, at what time will they meet again at the starting point?

**4. Two lamps - LCM of 5 and 7:**
   - One lamp blinks every 5 seconds and the other every 7 seconds. If they blink together at 09:00, when will they blink together again?

**5. Andi and Budi - LCM of 9 and 12:**
   - Andi swims every 9 days, and Budi every 12 days. If they swim together on April 14th, when will they swim together again?

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Would you like a detailed solution for each question, or help with solving a specific one?

Here are some relative questions to think about:
1. How can you calculate the least common multiple of two numbers?
2. Why is the LCM important in solving problems involving repeated events?
3. How do you convert days and minutes into the same units when solving for an LCM?
4. What would happen if the numbers involved were prime numbers?
5. How can you apply LCM concepts to real-world problems outside of mathematics?

**Tip**: Always break down the numbers to their

Tugas Matematika (Materi KPK). This task involves five questions related to finding when two events happening at regular intervals will coincide again. The questions involve scenarios like Surya and Tegar playing kites, Leon and Arga practicing trampoline, Doni and Sinta running laps, two lamps blinking, and Andi and Budi swimming.

Solve problems on finding the Least Common Multiple (KPK) to determine when two events happening at different intervals will coincide again. This assignment includes scenarios involving playing kites, practicing trampoline, running laps, blinking lamps, and swimming.

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