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A circular field has a circumference of 240 km240\,\text{km}, 33 cyclists starts together I can cycle 3030, 40<48 km40 < 48\,\text{km} a day. Round the fields when will they meet again. Ti 22 days.

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Q. A circular field has a circumference of 240 km240\,\text{km}, 33 cyclists starts together I can cycle 3030, 40<48 km40 < 48\,\text{km} a day. Round the fields when will they meet again. Ti 22 days.
  1. Calculate Time for Each Cyclist: Calculate the time it takes for each cyclist to complete one lap around the field.\newline- Cyclist A: 240 km/30 km/day=8 days240 \, \text{km} / 30 \, \text{km/day} = 8 \, \text{days}\newline- Cyclist B: 240 km/40 km/day=6 days240 \, \text{km} / 40 \, \text{km/day} = 6 \, \text{days}\newline- Cyclist C: 240 km/48 km/day=5 days240 \, \text{km} / 48 \, \text{km/day} = 5 \, \text{days}
  2. Determine Least Common Multiple: Determine the least common multiple (LCM) of the times to find when all cyclists will meet.\newline- LCM of 88, 66, and 55 is 120120 days.

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