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
<span>The accounting cost of running the smoothing stand for the summer is $13,135.90. To find this, we must first figure out which numbers given in the problem are relevant. Since we are dealing with accounting cost (and not economic cost), we know that we can ignore the opportunity cost ($2865 in foregone wages). We also can ignore the price of the smoothies since we do not need to compute revenue in order to determine accounting cost. Thus, the relevant numbers are $8130 for the lease, $2239 for insurance, the per unit cost of $2.3, and the total quantity of 1203. To find the accounting cost, we simply need to add our fixed costs and our variable costs. The fixed costs are given as $8130 and $2239. FC=8130+2239=$10369. Our variable cost, VC=2.3q, and we are told q=1203. Thus VC=2.3(1203)=$2766.90.
To find our Total accounting costs, simply add fixed costs plus variable costs. FC+VC=2766.90+10369=$13135.90.</span>
Answer
The answer and procedures of the exercise are attached in the following archives.
Explanation
You will find the procedures, formulas or necessary explanations in the archive attached below. If you have any question ask and I will aclare your doubts kindly.
Answer:
two tailed and non- directional
Explanation:
A statistical test with a rejection region comprised of both tails of the sampling distribution of the test statistic is called a two tailed and a non-directional test.
Answer:
A minimum wage that firms may pay workers (Option C)
Explanation:
A minimum wage is the lowest pay, wage or salary permitted by law for employers to pay their workers. In other words, a minimum wage is the price benchmark which workers should not go below in offering labor.
Minimum wages are legally established to protect or guard workers against unduly low pay or exploitation. Most countries of the world have minimum wage legislation that was introduced before the end of the 20th century.
