Question

calculate the fisher ideal index from the following data​

Answer 1

Answer:

Answer:

1. Fisher's ideal index = 136.79.

2. Step-by-step explanation: p0 q0 p1 q1. A 6 50 10 56. ...

3. p0q0 p1q0 p0q1 p1q1. A 300 500 336 560. ...

4. ∑ 1040 1420 1056 1448. Fisher's ideal index = √(L* P) ...

5. L = ∑ p1q0 / ∑ p0q0 * 100. L = 1420/ 1040 * 100= 136.5.

6. P = ∑ p1q1 / ∑ p0q1 * 100. P = 1448/1056 * 100 = 137.12. ...

7. = √ (136.5* 137.1) = 136.79.