Question

Which year shows the maximum percentage of export with respect to production?

• A. 1992
• B. 1993
• C. 1996
• D. 1995
• A. 800 million
• B. 1080 million
• C. 985 million
• D. 900 million
• A. 97.22
• B. 3
• C. 35
• D. Cannot be determined
• A. 0.87
• B. 0.47
• C. 0.48
• D. 0.66
• A. 475 g
• B. 535 g
• C. 446 g
• D. 430 g
• A. 1996
• B. 1994
• C. 1991
• D. None of these
• A. 1991
• B. 1992
• C. 1993
• D. 1996
• A. 1994
• B. 1991
• C. 1993
• D. 1996

Answer 1

The Correct Option is C

We are given the data for the number of exports and production in different years. We need to calculate the percentage of export with respect to production for each year. The formula to calculate the percentage of export with respect to production is: \[ \text{Percentage} = \frac{\text{Exports}}{\text{Production}} \times 100 \] Now, we calculate this for each year: For the year 1992: \[ \text{Percentage} = \frac{180}{540} \times 100 = 33.33% \] For the year 1993: \[ \text{Percentage} = \frac{288}{720} \times 100 = 40% \] For the year 1996: \[ \text{Percentage} = \frac{450}{660} \times 100 = 68.18% \] For the year 1995: \[ \text{Percentage} = \frac{400}{600} \times 100 = 66.66% \] From the calculations, we can see that the year 1996 has the highest percentage of export with respect to production, which is 68.18%.

Answer 2

We are given that the population of India in 1993 can be calculated using the following formula: \[ \frac{720 - 288}{0.4} = 432 \div 0.4 = 1080 \text{ million} \] Thus, the population of India in 1993 was approximately 1080 million.

Answer 3

The approximate rate of increase in productivity of tea in 1994 cannot be determined without more detailed data on production and area.

Answer 4

We are given the data for the quantity of tea exported and the quantity of tea produced over the period from 1991 to 1996. Step 1: Calculate the total quantity of tea exported over the period 1991-1996. \[ \text{Total tea exported} = 96 + 180 + 288 + 340 + 400 + 450 = 1754 \text{ million kg} \]

Step 2: Calculate the total quantity of tea produced over the period 1991-1996. \[ \text{Total tea produced} = 480 + 540 + 720 + 700 + 600 + 660 = 3700 \text{ million kg} \]

Step 3: Calculate the ratio of tea exported to tea produced. \[ \text{Required ratio} = \frac{1754}{3700} = 0.47 \] Thus, the average proportion of tea exported to tea produced over the period is 0.47.

Answer 5

To find the average per capita availability of tea for the first half-decade, we calculate the average of the per capita availability values for the first five years. This is done by summing the values of per capita availability for each of the five years and then dividing by 5. \[ \text{Average per capita availability} = \frac{\text{Sum of per capita values for 5 years}}{5} \]

Answer 6

By carefully observing the graph, we can see that the per capita availability of tea was at its lowest point in the year 1991. The graph shows a significant dip in per capita availability during this year compared to other years.

Answer 7

The graph indicates that the year with the lowest percentage of tea export in relation to production was 1991. This suggests that a smaller portion of the total tea produced was exported in that year, possibly due to lower demand or other factors.

Answer 8

According to the graph, the year with the highest quantity of tea available for domestic consumption was 1993. This was likely due to increased production or a higher demand for tea within the country during that year.