The 'Log Kill' is defined as the logarithmic reduction in the concentration of microorganisms after a treatment. It is given by the formula:
\[ \text{Log Kill} = \log N_0 - \log N_t, \]
where:
Given:
Substituting these values into the formula:
\[ \text{Log Kill} = \log 10708 - \log 23 = 4.029 - 1.361 = 2.667. \]
Thus, the Log Kill is approximately 2.67. The correct answer is option (C).
| Component of MSW | Treatment/separation technique |
| P - Ferrous metals | i - Incineration |
| Q - Aluminum and copper | ii - Rapid composting |
| R- Food waste | iii - Eddy current separator |
| S-Cardboard | iv - Magnetic separator |
| Point | Staff Readings Back side | Staff Readings Fore side | Remarks |
|---|---|---|---|
| P | -2.050 | - | 200.000 |
| Q | 1.050 | 0.95 | Change Point |
| R | - | -1.655 | - |