Answer:
The real estate should charge $1,300 to obtain maximum profit.
Explanation:
We can make K to represent the number of unit apartment occupied.
This means that the total rent the real estate office is getting can be denoted by;
{(550 + 25(80 - K)} K - 50K
Maximizing the above equation, we have;
y = 550K + 2,000K - 25K^2 - 50K
Collect like terms
= 2,500K - 25K^2
y' = (2,500K - 25K^2)' = 2,500 - 50K
y = 0
2,500 - 50K = 0
2,500 = 50K
K= 50
Rent is therefore;
Rent = 550 + (80 - K)25, where K is 50
= 550 + (80 - 50)25
= 550 + (30)25
= 550 + 750
= $1,300
Answer:
$525,000
Explanation:
Calculation to determine what amount would it have recorded the equipment for on 6/30/2021
First step is to calculate the total interest for 10 months;
Based on the information given since the amount of $15,000 was the interest for 6 months in the year 2021 in which the note lasted for 10 months the total interest will be:
Total Interest = 10months/6months x $15,000 Total Interest=$25,000
Now let calculate 6/30/2021 Equipment
6/30/2021 Equipment=$550,000-$25,000
6/30/2021 Equipment=$525,000
Therefore what amount would it have recorded the equipment for on 6/30/2021 is $525,000
Answer:
The correct answer is letter "C": Strategic Business Units.
Explanation:
Strategic Business Units or SBUs refers to individual departments within an organization that have a vision and mission of its own to help companies have an impact on the overall market segment. They have a competition analysis and marketing campaign aligned with the companies objectives.
The statement which accurately describes the effect of the federal government rapidly reducing government expenditures is D.Unemployment rates will increase because federal spending makes up a large part of the economy. Since the goverment keeps up money for particular economic expenses, it means that the salaries will be decreased and the level of firing people wold decrease. Therefore, companies will not be able to offer a escent salary to their new empoyees which means that unemployment rate will grow.
