Question:

Find the area in hectare of each permanent periodic block, if the area of each felling series is 2400 hectare, rotation age is 120 years and period is 30 years.

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Always calculate the total number of blocks first (\(\text{Rotation} / \text{Period}\)) before dividing the total area of the felling series by that number.
  • 600
  • 900
  • 180
  • 240
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The Correct Option is A

Solution and Explanation



Step 1: Understanding the Concept:

This problem requires calculating the size of an individual periodic block based on the total forest area, rotation age, and the length of each planning period.
Key Formula or Approach:
1. Calculate the number of periodic blocks (\(N\)): \[ N = \frac{\text{Rotation Age}}{\text{Period}} \] 2. Calculate the area of each permanent periodic block: \[ \text{Area of PB} = \frac{\text{Total Area of Felling Series}}{N} \]

Step 2: Detailed Explanation:

Given:
- Total Area = \(2400\text{ hectares}\)
- Rotation Age = \(120\text{ years}\)
- Period = \(30\text{ years}\)
First, determine the number of periodic blocks: \[ N = \frac{120}{30} = 4\text{ blocks} \] Next, calculate the area of each block: \[ \text{Area of PB} = \frac{2400}{4} = 600\text{ hectares} \]

Step 3: Final Answer:

The area of each permanent periodic block is 600 hectares.
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