An economist calculates the GDP for one year using the expenditure approach by adding together all the amounts spent on final goods and services. This also includes investments, government consumptions and net exports.
The answer to the question would be choice A.
The question is incomplete. The complete question is :
Bradley's Copiers sells and repairs photocopy machines. The manager needs weekly forecasts of service calls so that he can schedule service personnel. Use the actual demand in the first period for the forecast for the first week so error measurement begins in the second week. The manager uses exponential smoothing with α = 0.1 . Forecast the number of calls for week 6, which is next week. Week Actual Service Calls 1 2 3 4 5 The forecast for week 6 is ___ service calls. (Enter your response rounded to two decimal places.)
Solution :
It is given that :
The manager of Bradley's Copiers needs weekly forecast of the service calls so that the manager can schedule service personnel.
Using the
for the 1st
for the 1st week so as the error measurement begins in the second week.
The exponential soothing, α = 0.1
Week Actual service calls Forecast
1 28 28
2 34 (28 + 0.1 x (28-28)) = 28
3. 38 (28 + 0.1 x (34-28)) = 28.60
4. 27 (28.60 + 0.1 x (38-28.60)) = 29.54
5. 25 (29.54 + 0.1 x (27-29.54)) = 29.29
6 (29.29 + 0.1 x (25-29.29)) = 28.86
Therefore, the forecast for the week 6 = 28.86
Answer:
c. lower the risk of supply disruption
Explanation:
Having multiple suppliers is always a good sourcing strategy, as it <u>minimizes the risk of supply disruption</u>. If one of the suppliers fails to maintain the contract due to various reasons (bad business operating), the risk is dispersed among a few suppliers, so there is the contingency principle applied.
This way, the supply chain never gets disrupted.
I believe the answer is:
- What can go wrong?
This question is asked to find out the potential risk that may occur after purchasing the product.
- What is the likely return?
This question is asked to find out potential benefit from consuming the product
-Is the risk worth the return?
<span>The purchase should be made only if the potential benefit would outweigh potential risk
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