Answer:
Correct Answer:
The correct sequence of crossing include:
<em>First, the Analyst takes the flashlight and crosses the bridge with the Associate. This takes 2 minutes. </em>The Analyst then returns across the bridge with the flashlight taking 1 more minute (3 minutes passed so far). The Analyst gives the flashlight to the VP and the VP and MD cross together taking 10 minutes (13 minutes passed so far).
The VP gives the flashlight to the Associate, who recrosses the bridge taking 2 minutes (15 minutes passed so far). The Analyst and Associate now cross the bridge together taking 2 more minutes.<em> Now, all are across the bridge at the meeting in exactly 17 minutes.</em>
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Explanation:
The above is the only logical way through which all of them could be able to cross the bridge while still arriving to the meeting at/on the exact time.
Answer: Option D
Explanation: In economics, inflation means the increase in the general price level of goods in an economy and the decrease in the value of money. This process occurs over a period of time.
In a scenario of inflation the purchasing power of the consumers decreases leading to a decrease in demand. Inflation could be controlled but is unavoidable and hence every economy faces some level of inflation every time.
Hence from the above we can conclude that the correct option is D.
Answer:
E.cooperative
Explanation:
Based on the information provided within the question it seems that Stephanie Johns is most likely shopping in a cooperative store. This is a type of store that is owned and managed by the customers themselves, using their own capital for the business and at the same time share in the dividends provided. Which in this case are savings from lower food prices.
Answer:
The total cost of Job 903 is $5,073.20
Explanation:
The computation of the total cost is shown below:
= Direct material used + Direct labor cost + overhead cost (Predetermined manufacturing overhead rate per direct labor hour × Direct labor hours used in Job 903)
= $3,200 + $1,092 + ($18.60 × 42 labor hours)
= $3,200 + $1,092 + $781.20
= $5,073.20