SI. | Name of | Forest Area | Area | No. of trees | No. of trees |
| 1. | Chanera-I (HP) | 982.50 | 2000 | 40,000 | 39,81,186 |
| 2. | Dulhasti (J&K) | 1.1 | 18 | 700 | 7,85,673 |
| 3. | Rangit (Sikkim) | 34.60 | 38 | 5,000 | 3,32,000 |
| 4. | Tanakpur (Uttaranchal) | 293.35 | 350 | 17,368 | 6,66,165 |
| 5. | Uri (J&K) | 54.71 | 62.70 | 4,000 | 3,21,000 |
| 6. | Dhauliganga-I (Uttaranchal) | 138.60 | 140.73 | 1,517 | 2,87,887 |
| 7. | Chamera-II (H.P) | 78.78 | 172.58 | 1,380 | 2,30,000 |
| Total | 69,965 | 66,03,911 |
The correct option is (D): Chamera-I (HP)
From the table we can see that:
The maximum number of trees affected are 40,000 and is caused by Chamera-I (HP).
The correct option is (A): Dulhasti (J and K)
Dulhasti (J&K) has the smallest forest area, which is equal to 1.1 hectares.
The correct option is (B): Dulhasti (J and K)
Explanation:To find the case with the maximum density of trees planted, we need to calculate the density of trees for each project by dividing the number of trees planted by the area afforested (in hectares). The project with the highest density will be the answer.
Let's calculate the density for each project:
1. Chamera-I (HP):
\( \text{Density} = \frac{39,81,186}{2000} = 1990.59 \text{ trees per hectare} \)
2. Dulhasti (J&K):
\( \text{Density} = \frac{7,85,673}{18} = 43,648.5 \text{ trees per hectare} \)
3. Rangit (Sikkim):
\( \text{Density} = \frac{3,32,000}{38} = 8,736.84 \text{ trees per hectare} \)
Clearly, the Dulhasti (J&K) project has the highest density of trees planted.
The correct option is (A): Himachal Pradesh
Explanation: To determine the state with the maximum forest area involved, we can refer to the forest area data provided in the table.
Himachal Pradesh:
- Chanera-I: 982.50 ha
- Chamera-II: 78.78 ha
- Total for Himachal Pradesh = \(982.50 + 78.78 = 1,061.28\) ha
Jammu & Kashmir:
- Dulhasti: 1.1 ha
- Uri: 54.71 ha
- Total for Jammu & Kashmir = \(1.1 + 54.71 = 55.81\) ha
Sikkim:
- Rangit: 34.60 ha
Uttaranchal:
- Tanakpur: 293.35 ha
- Dhauliganga-I: 138.60 ha
- Total for Uttaranchal = \(293.35 + 138.60 = 431.95\) ha
The maximum forest area involved is in Himachal Pradesh with 1,061.28 hectares.
The table provided displays the estimated cost (in lakh) for the construction of a canal between two points. Based on the information in the table, answer the questions that follow.
The following table gives the marks obtained by six students in six different subjects in an examination. The maximum marks for each subject are given in the brackets. Answer the questions that follow.
Consider the provided scenario and answer the following questions based on the given information.

