Answer: $428
Explanation:
From the question, we are informed that one bought 100 shares of stock at an initial price of $37 per share and that the stock paid a dividend of $0.28 per share during the following year, and the share price at the end of the year was $41.
The total dollar return on this investment will be calculated as:
= 100(41 - 37 + 0.28)
= $428
Answer:
c. $4,025,200
Explanation:
The computation of the total cash receipts from sales and collections in April month is shown below:
= April sales × cash sales percentage + April sales × credit sales percentage × collection month percentage + March sales credit sales percentage × Following month collection percentage
= $4,000,000 ×30% + $4,000,000 × 70% × 40% + $4,200,000 × 70% × 58%
= $1,200,000 + $1,120,000 + $1,705,200
= $4,025,200
Since cash sales are 30% , so the credit sales would be 70%
Answer:
Constant Return to Scale
Explanation:
Based on the information given the numbers
suggest that between 100 and 110 units of output, the firm producing this output has CONSTANT RETURN TO SCALE.
Constant Return to Scale occurs in a situation where the proportional increase in all the inputs is as well equal to the proportional increase in output which means the returns to scale are constant , which is why RETURNS TO SCALE help to describe all what happens to long run returns when the scale of production increases.
Therefore Constant returns to scale often occur when the output increase in exactly the same way or the same proportion as the factors of production.
Answer:
THERE ARE SCARCITY EVEN IN AN AFFLUENT COUNTRY LIKE THE UNITED STATES BECAUSE WANTS ARE LIMITED BUT NEEDS ARE UNLIMITED. SOME PEOPLE ARE POOR WHILE OTHERS ARE WEALTHY
Answer:
Benefits-received principle
Explanation:
This principle says that the people who benefit most from government assistance programs should be the one to pay for them. Regressive taxes represent a higher portion of money for low income families, with the idea that it is okay because the government provides more services for low income families.
