Answer:
The correct answer is:
The contribution margin in dollars for a single product. (D.)
Explanation:
The unit contribution margin is the amount in dollars by which the price of selling a product exceeds the total variable cost incurred in the manufacture of that product. Mathematically it is the selling price of a product minus the total variable cost incurred on the single product. It is the proportion of sales revenue that is not consumed by variable costs, hence is used for the coverage of fixed costs.
The importance of unit contribution margin is that it is used to calculate the break-even price of the product, when fixed costs are made up for. It measures how growth in sales translates to growth in profits.
Both Carnegie and Rockefeller
were the biggest businessmen and the riches in the 20th century. After
all their great amount of profits garnered, both had individually decided to embark
in a journey of charities. Carnegie had charity contributions that were made
into school such as the Carnegie Institution, Tuskegee Instituion, and a lot
more. He was dubbed as the patron saints of libraries and decided to set up
more charitable foundations. Rockefeller on the other had a lot of charities
and activities that gave away his excess money into charitable causes. He too
had built schools by starting to build University of Chicago.
But with all their
charitable and business contributions, I would say I like Carnegie more because
it gave away of a lot of technologies we know of today and he is working on a
principle he deeply believes in that after gaining your wealth you should contribute
this wealth for the general welfare. However, Rockefeller too was great and
focused his contributions on public service.
Answer:
the annual required rate of return is 9.57%
Explanation:
The computation of the required rate of return is shown below:
Given that
Future value = $1,000
Present value = $990
PMT = $1,000 × 9% = $90
NPER = 2
The formula is shown below:
=RATE(NPER;PMT;-PV;FV;TYPE)
The present value comes in negative
After applying the above formula, the annual required rate of return is 9.57%
