Answer:
The average cost at a caseload of 25 attempted placements per month is 105.
Explanation:
The total cost function given in the question first correctly stated as follows:
TC = 25Q^1/2 + 2,500 ................ (1)
A caseload of 25 attempted placements implies that:
Q = 25
Substitute Q = 25 into equation (1), we have:
TC = (25 * 25^(1/2)) + 2,500 = 2,625
The average cost (AC) can now be calculated as follows:
AC = TC / Q = 2,625 / 25 = 105
Therefore, the average cost at a caseload of 25 attempted placements per month is 105.
Answer:
E. statistical quality control.
Explanation:
Shewhart has contributed his great services towards Quality control through valuable research and its results, lectures and by publishing highly informative books. He also worked as a fellow member in American Statistical Association and International Statistical Institute.
Therefore, Walter Shewhart is listed among the important people of operations management because of his contributions to statistical quality control.
Answer:20,5369%
Explanation:We know APR is the Annual Percentage Rate that is paid over a loan. If we are to pay during 78 months at most $510 each month, then we could pay in total 510*78=$39780 in the course of the six years and a half that constitute the 78 months. This means that yearly we can pay in interest $39780/6,5=$6120 each year, this represents the interest over the loaned money, i.e., the $29800. Then the APR is
annualy or 1,71141% monthly and it is the highest APR you could afford, 20.5369%
