Answer:
Your answer is that she needs to earn $148 on Friday
Explanation:
Calculate Average:
(67 + 82 + 78) / 4 = 56.75 (Remember 67 is worth Monday and Tuesday)
We know that the number that the 4 numbers add up to has to be divisible by 5 because our we need to average 75 and we have 5 days to average on.
5 x 75 = 375
67 + 82 + 78 = 227
375 - 227 = 148
(67+82+78+148) / 5 = 75
Your answer is that she needs to earn $148 on Friday
Answer:
$23,950
Explanation:
Income $100,000
Expenses $75,000
Depreciation $22,000
income tax rate = 35%
Income $100,000
Expenses ($75,000)
Depreciation ($22,000)
EBT $3,000
Income Tax $3,000 * (35/100) = $1,050
Net Income $1,950
ATCF
=Earnings Before Tax + Depreciation
=$1,950 + $22,000 = $23,950
<u>Chipper's analysis of the situation sounds reasonable to the general manager-This statement is true according to the expectancy theory.</u>
Explanation:
<u>Expectancy theory states that the employee in an organization will be motivated to work or put in efforts if they believe that the putting in more effort will yield them better result in terms of their job performance (The benefits can be in form of an increase in salary or incentives)</u>
An employee would be motivated to put in higher amount of effort to perform better on the job. This would occur at an even rate if he knew what the rewards were going to be.
<u> For instance, an extra day off or increase in salary.</u>
<u>According to expectancy theory, t</u>he participants will ask themselves if it is possible to win the tournament given the other talent that will be competing, and, whether the experience and reward be worth the expense that they are incurring for a round of golf.
<u>Solution and Explanation:</u>
Amount realized 22,000 Minus: Basis 89,000 Loss recognized 67000
<u>answer a </u>) Since Karen is single she can guarantee this lose as a common misfortune to a limit of $50,000. Karen won't have the option to guarantee the whole $67,000 that she lost she can just guarantee $50,000.
<u>answer b) </u>Since Karen is recording a joint government form she can guarantee a lose of upto $100,000. Karen will have the option to guarantee the whole loss of $67,000.
<u>answer c )</u> With the stock being bought from another investor as opposed to the sorting out enterprise she can guarantee the whole loss of $67,000 as a captial gain misfortune.
<u>answer d )</u> B. By selling a segment of the stock in one year and the staying stock in one more year Karen could change over the whole misfortune on the deal to a normal misfortune.
The BEST way to handle the situation is to work with central warehouse to arrange a predictable delivery time. Whereas, the WORST way to handle the situation is to change the delivery system so that goods are delivered only once a month.
So, if you are the manager of a retail store, and the shipments of the products you sell arrive once a week from the central warehouse you need to pull a couple of your workers from inside the store who can unload the shipments. As the truck arrives any time in a day, this creates problem as the workers are not availabe whenever the shipment arrives.
The best way through which one can handle the situation is by working with central warehouse to get appropriate information on the delivery date and so that the workers are made available accordingly. Whereas, the worst way to handle this situation is by changing the delivery system.
Hence, options 2 and 3 are correct.
To learn more about delivery system here:
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