Answer:
c because you have to work with people and that is a soft skill
Answer:
The marginal benefit from selling the vane without restoring it is $200.
Explanation:
Marginal benefits are the extra income a company can get from selling one additional unit of production.
Zane had already spent $250 in purchasing the vane and the restoration process.
Zane has two options:
- Sell the vane as it is for $200.
- Keep restoring the vane, spend $200 more and sell the vane for $500.
If Zane decides to sell the vane as it is, his marginal benefit will be $200. That would not be enough to cover his costs, this transaction will result in a $50 loss.
If Zane decides to continue the restoration, then his marginal costs will be $200 extra, but his marginal benefit would be $500. If he chose this option he could end up earning a $50 profit.
Answer:
total expected bonus = $1262800
Explanation:
given data
bonus = $23,000
Probability = 12 percent
bonus = $10,000
Probability = 25 percent
bonus = $6,000
Probability = 8 percent
total sales = 220
solution
first we get probability for bonus amount = $0
probability = 1 - ( 12% + 25% + 8 % )
probability = 0.55
so here Expected bonus per employee company will pay is
Expected bonus = $23000 × (0.12) + $10000 × (0.25) + $6000 × (0.08) + $0 (0.55)
Expected bonus = $5740
so total expected bonus is
total expected bonus = $5740 × 220
total expected bonus = $1262800
The government website in which it is listed that the aforementioned names were employees is the <u>USPS</u>.
The United States Postal Service:
- Employed Walt Disney as a postal carrier in 1918
- Employed Bing Crosby as a post office counter
- Employed Charles Lindbergh as an airmail pilot
The USPS website can therefore confidently claim that at some point or the other, all three names mentioned above used to work for them.
In conclusion, the correct answer is the USPS.
<em>Find out more about the </em><em>USPS </em><em>at brainly.com/question/910319. </em>
Answer:
C. Transportation in the Sacramento Valley underwent an evolution from necessity.
Explanation:
i did it on Usatestprep
