Answer: 0.143
Explanation:
Given the following :
Average package weight(m) = 1.9kg
Standard deviation(sd) = 1.4kg
Upper Tolerance Limit (UTL) = 2.5kg
Lower Tolerance limit (LTL) = 1.1kg
Cpk = min[( average weight -Lower Tolerance Limit / 3 (standard deviation) , (UTL- average weight / 3(Standard Deviation)]
Cpk = min[( 1.9 - 1.1 / 3 (1.4)) , (2.5 - 1.9 / 3(1.4))]
Cpk = min[(0.8 / 4.2), (0.6 / 4.2)]
Cpk = min[0.190, 0.143])
Hence,
Process capability index = 0.143
Answer:
D. Job Sharing
Explanation:
two part time workers sharing the same job
The number of shares outstanding is: 138,000 shares.
<h3>Number of shares outstanding</h3>
Using this formula
Number of shares outstanding=Shares issued-Shares of treasury stock
Where:
Shares issued=173,000
Shares of treasury stock=35,000
Let plug in the formula
Number of shares outstanding=173,000-35,000
Number of shares outstanding=138,000 shares
Inconclusion the number of shares outstanding is: 138,000 shares.
Learn more about number of shares outstanding here:brainly.com/question/25630152
Answer:
A: fee
Explanation:
Payment to a contractor usually is in the form of a FEE.
The above statement is true because, usually, contractors are paid based on the work or job executed. There are different contract arrangements such as Fixed contracts, cost-plus contracts, Cost-reimbursement contracts, etc. In any of these contracts, contractors are neither paid wages nor salary, but a FEE, which can either be agreed separately or added to the contract sum.
However, contractors don't get benefits from the clients or employers such as medical, disability, life insurance; retirement benefits; fringe benefits, among others.
Answer:
increasing marginal returns, decreasing marginal returns
Explanation:
Increasing marginal returns refer to a situation whereby the marginal product of the variable input (e.g. labor) increases as more of the variable input is added to the fixed input (e.g. capital). This refers Stage I or the Short-run production Stage I whereby the addition of a variable input to a fixed input makes the variable input to be more productive.
On the other hand, decreasing marginal returns or diminishing marginal returns refer to a situation whereby the marginal product of the variable input (e.g. labor) decreases as more of the variable input is added to the fixed input (e.g. capital). This refers to Stage II or the Short-run production Stage II whereby the addition of a variable input to a fixed input makes the variable input to be less productive.
Therefore, The U shapes of ATC are directly or indirectly the result of <u>increasing marginal returns</u> for small quantities of output (Stage I) followed by <u>decreasing marginal returns</u> for large quantities of output (Stage II).
