18. Input 840 units, Normal Loss 1 point
15% and output 750 units.
Abnormal gain is
Answers
Answer:
There was an Abnormal Gain of 80.34 units, which represents the difference between the expected output and the actual output, considering the Normal Loss of the process.
Explanation:
When an input of 840 units goes through a process and results in an output of 750 units, we can calculate the efficiency of the process by using the formula:
Efficiency = (Output/Input) * 100
In this case, the efficiency of the process would be:
Efficiency = (750/840) * 100 = 89.28%
However, we also have information about the Normal Loss of the process, which is 1 point 15%. This means that for every 100 units of input, there will be a loss of 1.15 units. So, we can calculate the Normal Loss in this case as follows:
Normal Loss = (Input * Normal Loss Percentage) / 100
Normal Loss = (840 * 1.15) / 100
Normal Loss = 9.66 units
Therefore, the actual output that we would expect, considering the Normal Loss, would be:
Expected Output = Input - Normal Loss
Expected Output = 840 - 9.66
Expected Output = 830.34 units
Now, we can compare the actual output of 750 units with the expected output of 830.34 units to determine if there was an Abnormal Gain or not. In this case, we can see that the output is lower than the expected output, which means that there was a shortfall in the process.
The Abnormal Gain can be calculated as follows:
Abnormal Gain = Expected Output - Actual Output
Abnormal Gain = 830.34 - 750
Abnormal Gain = 80.34 units
Identifying and addressing the root cause of the Abnormal Gain can help to improve the efficiency and effectiveness of the process.
To know more about the concept please go through the links:
https://brainly.in/question/28777022
https://brainly.in/question/3790130
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