Calculate the actual process yield using the empirical data. Answer: 80÷84 = 0.952

The correct answer is A. 80÷84 = 0.952. Option A is correct because actual process yield is calculated by dividing the number of acceptable (defect-free) outputs by the total number of units that entered the process - here, 80 good units out of 84 total inputs gives 80 ÷ 84 = 0.952, or 95.2%. This is a…

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Question

Calculate the actual process yield using the empirical data. Answer:

80÷84 = 0.952

Options

A80÷84 = 0.952

How the community answered

(17 responses)

A
100% (17)

Explanation

Option A is correct because actual process yield is calculated by dividing the number of acceptable (defect-free) outputs by the total number of units that entered the process - here, 80 good units out of 84 total inputs gives 80 ÷ 84 = 0.952, or 95.2%. This is a straightforward empirical calculation using observed data rather than theoretical estimates. Since this question presents only one choice, it is testing whether you know the correct formula and can apply it, not whether you can distinguish between competing formulas. No distractors are present to evaluate, so the focus is purely on formula recall and arithmetic execution.

Memory tip: Think "Good out over All in" - yield is always what passed divided by what entered. If you remember that yield is a fraction less than 1 (or a percentage less than 100%), you'll know to put the smaller number on top.

Topics

#process yield#empirical data#RTY#defect rate

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