2018 અને 2014 માટેની ચકાસણી અને ખર્ચ વિગતોની ગણતરી કરો.

Steps to Solve

1. Gathering the Data First, we note the given data for the years 2018 and 2014 from the table.

For 2018:

• Total samples (4 fields): $3,921 , \text{sq.km}$
• Total Yield: $3,000 \text{ (average yield per sample) }$

For 2014:

• Total samples (4 fields): $3,786.40 \text{ sq.km}$

2. Calculate the Total Average Yield for Each Year We calculate the total average yield for both years using the provided data:

For 2018: $$ \text{Average Yield} = \frac{3,921}{3} = 1,307 , \text{(approx. per unit)} $$

For 2014: $$ \text{Average Yield} = \frac{3,786.40}{3} = 1,262.13, \text{(approx. per unit)} $$

3. Compute the Changes in Average Yield Now, we compute the change in average yield between the two years:

$$ \text{Change} = \text{Average Yield}{2018} - \text{Average Yield}{2014} $$

So, $$ \text{Change} = 1,307 - 1,262.13 \approx 44.87 , \text{units} $$

4. Final Calculation of Total Yield and Average Multiply by total samples to get total yield:

For 2018: $$ \text{Total Yield}_{2018} = 3,921 \times 1,307 = 5,131,347 \text{ units} $$

5. Conclusion Summarize the final findings.