a CTSO for students taking marketing classes
a club providing hands-on laboratory experience for students taking a science class
an agricultural organization for students in an agricultural school
Answer:
<em><u>It would generate a financial disadvantage for 62,800</u></em>
Explanation:
![\left[\begin{array}{cccc}-&continued&discontinued&differential\\Sales&351,900&0&-351,900\\Variable&-260,100&0&260,100\\Contribution&91,800&0&-91,800\\Fixed&-103,000&-74,000&29,000\\total&-11,200&-74,000&-62,800\\\end{array}\right]](https://tex.z-dn.net/?f=%5Cleft%5B%5Cbegin%7Barray%7D%7Bcccc%7D-%26continued%26discontinued%26differential%5C%5CSales%26351%2C900%260%26-351%2C900%5C%5CVariable%26-260%2C100%260%26260%2C100%5C%5CContribution%2691%2C800%260%26-91%2C800%5C%5CFixed%26-103%2C000%26-74%2C000%2629%2C000%5C%5Ctotal%26-11%2C200%26-74%2C000%26-62%2C800%5C%5C%5Cend%7Barray%7D%5Cright%5D)
It would generate a financial disadvantage for 62,800
Because the product, while is having a loss, their contribution cover is enought to cover at least the avoidable fixed cost.
The best way to learn and adjust to a bad experience is to learn from it and try again.
<h3>What is a Learning Experience?</h3>
This refers to the circumstance or event that occurs that teaches one a (painful) lesson that would give him a better idea of dealing with similar events.
Hence, we can see that when a person has a bad experience, it is important to take the lessons and apply it, so that it would not occur again.
Read more about learning experiences here:
brainly.com/question/24452126
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ANSWER
C. DIMINISHING Returns to property/ scale
EXPLANATION
Returns to Scale is a production concept used in Long Run (when all factors are variable i.e changeable)
It denotes relative change in output when all inputs change in same proportion .
Increasing Returns to Scale : Proportionate Increase in Output > Proportionate Increase in all inputs .
Constant Returns to Scale : Proportionate Increase in Output = Proportionate Increase in all Inputs .
Negative Returns to Scale : Proportionate Increase in Output < Proportionate Increase in all Inputs .
So : If all inputs are doubled (X2) - If output increases equal i.e double (X2) , Constant Returns to Scale . If output increases more i.e triple (X3) , Increasing Returns to scale . If output increases less i.e (1.5X) , Decreasing Returns to Scale.
Answer: Longer-term project
Explanation:
At the beginning of a project, it may not be possible to estimate the costs for all activities with some levels of confidence regarding their accuracy if the project isn't a short-term project, because it's not really possible to accurately fortell the costs of unforseeable outcomes and factors that may affect the project in one way or the other in the long run.