Answer:
1,200 shares held at a cost basis of $37.50
Explanation:
Since there are 1,000 shares are purchased
and the stock dividend is 20%
So the number of shares after the dividend is
= 1,000 × (1 + dividend percentage)
= 1,000 × (1 + 0.20)
= 1,000 × 1.20
= 1.200
And, the price per share is
= $44 + $1
= $45
So, the cost basis would be
= $45 ÷ 1.20
= $37.50
hence, the tax status of the investment is 1,200 shares held for cost at $37.50 basis
Answer:
The correct answer to the problem is 7.728%
Explanation:
Lucas marginal tax rate = 32 percent
Tax rate on dividends = 16 percent
Dividend yield of a dividend-paying stock (with no growth potential) = 9.20 percent.
To determine the interest rate a municipal bond have to offer for Lucas to be indifferent between the two investments from a cash flow perspective =
Dividend yield multiplied by ( 1- tax rate on dividends)
= 9.20% × (1 - 16%)
= 0.092 × (1 - 0.16)
= 0.092 × 0.84
= 7.728%
Answer:
generativity versus stagnation
Explanation:
found the answer to your question here and this website likely has the questions to the whole assignment https://quizlet.com/107290559/psych-chapter-4-mastery-quiz-flash-cards/
When a number of countries are working harmoniously together, then they would have no problems involving coordination and policy harmonization. It is inevitable to have a difference in opinions brought about by the diversity of culture. However, when countries respect each other's views, they work hand in hand to adjust and compromise with each other. So, the statement is false. The answer is B.
Answer:
interest rate = 15%
value of the bond will decrease
Explanation:
given data
face value = $5,000
time = 5 year
annual coupon payment = $150
solution
we get here interest rate on the borrowed funds that will be as
interest rate = 
× 100
put here value we get
interest rate = 
× 100
interest rate = 15%
and
when bond issued at interest rate = 3 %
but market interest rate 4%
so seller will reduce price of bond less than the face value
because we will look for atleast 4% payout when bond matures
so value of the bond will decrease
