Answer:
no
Explanation:
H0: mean of sample=105
Ha: mean of sampe≠ 105
t-statistic= (population mean-sample mean)/(standard deviation/√sample size)
t-statistic= (105-103.3)/(16.3/√33)
t-statistic= 0.5991
degress of freedom= 32
for alpha 0.05, p-value from t-distributino table is 1.697
since t-statistic is less than the p-value, null hypothesis is accepted.
There is no sufficient evidence to conclude that the mean weight for non-top-20 starters is less than 105 the known value for top-20 teams
Answer:
decentering
Explanation:
From the question we are informed about An American marketing research company who wanted to use a survey to determine if it was feasible to build shopping centers in several countries. Since all of the countries spoke a different language, the company used two translators for each country—one to translate it into the native language, and one to translate it back into English. The original document was revised repeatedly until the translated version matched it in meaning. This describes the process of decentering.
Decentering can be regarded as a central change strategy which involves Mindfulness-Based Cognitive Therapy, it entails a process of stepping outside of mental events of individuals which could leads to non-judging stance as well as objective towards the self
Answer:
The total amount you pay in social insurance taxes on your second job is 2,914.65 couches
Explanation:
The computation of the total amount paid is shown below:
= (Total income - paid amount) × Social insurance tax rate
= ($110,100 - $72,000) × 7.65%
= 2,914.65 couches
We simply have taken the difference between the total amount and the paid amount and then multiply it with the social insurance tax rate
All other information is not relevant. Hence, ignored it
Answer:
EOQ: 80
order per year: 10
Explanation:
We need to solve for the Economic Order Quantity:
Where:
D = annual demand = 800
S= setup cost = ordering cost = 16
H= Holding Cost = 4
EOQ = 80
Orders per year = 800 demand/ 80 order size= 10
I think I must first get the marginal cost of the product before i bought if it is worth it to its value, Then i would compute for the marginal benefit to know what would i gain in this product. Lastly I would compare both the marginal cost and marginal percentage if the cost is lower than the benefit then the product is worth it to buy.
