Answer:
The amount of overhead applied during the year is $2,680,000
Explanation:
For computing the amount of overhead applied, the following computations are required which is shown below:
1. Compute the overhead cost per machine hour:
The formula is shown below:
= Annual overhead cost ÷ machine hours
= $2,400,000 ÷ 300,000
= $8
Now the amount of overhead applied equals to
= Actual machine-hours × overhead cost per machine hour
= 335,000 hours × $8
= $2,680,000
Finally times with and then multiply that and then I had to add and friend the x and then multiply
Answer:
You want to make sure you have all the data. You want to separate data from the file to create lookup tables.
Answer:
risk aversion.
Explanation:
Have you ever heard "A bird in the hand is worth two in the bush"?
It relates to safe investments or activities that yield known returns, instead of simply trying to go after more birds that you might or might not catch.
Tom knows that he can sue the title company and earn a lot of money, but he also knows that he might lose the case and instead of getting some money will have to spend a lot of his money in legal fees. Since he dislikes the risk of losing both the suit and his own money, he decided to accept the company's settlement.
Answer and Explanation:
As per the data given in the question,
Sum of the all mean value = 151
Average of the mean value = 151 ÷ 15 = 10.067
Similarly, Sum of the all given range = 151
Average of given range value = 151÷ 15 = 10.067
Control charts for the mean and the range, using the original 15 samples :
Upper control limit(UCL) - Lower control limit(LCL) for X bar is
= 10.067 + A2 × R bar
= 10.067 + (0.223 × 10.067)
= 12.31
LCL - UCL for X bar is
= 10.067 - A2 × R bar
= 10.067 -(0.223 × 10.067)
= 7.82
Set up the R-chart by specifying the center line and three-sigma control limits below :
UCLr = D4 × r
= 1.653 × 10.07
= 16.65
r = 10.067
= 10.07
LCLr = D3 × r
= 0.347 ×10.07
= 3.49
