Question

The producer of electronic circuits in problem 4 has reconsidered the method of quality control and has decided to use process control by variables instead of attributes. For variables control, a circuit voltage will be measured using a sample of five circuits. The past average voltage for samples of 5 units has been 3.4 volts, and the range has been 1.3 volts. What would the upper and lower control limits be for the resulting control charts (average and range)

Answer 1

Considering the range of the data-set, it is found that:

• The lower limit is of 2.75 volts.
• The upper limit is of 4.05 volts.

• The range of a data-set is given by the difference between it's highest and it's lowest value.

In this problem, we consider the distribution symmetric around the mean of 3.4 volts, with the range of 1.3 volts meaning that the difference between the highest voltage and the lowest is of 1.3 volts.

Thus, the control limits are:

$3.4 - \frac{1.3}{2} = 2.75$

$3.4 + \frac{1.3}{2} = 4.05$

These are, respectively, the lower and upper limits.

A similar problem is given at brainly.com/question/13202035