Answer:
$85,000
Explanation:
Given that,
Shares sold = 50,000 shares of $3 par common stock for $5
Buys back = 10% of its common shares outstanding for $7 per share
Total equity on December 31 = $300,000
Balance in stockholder's equity without retained earnings:
= Beginning balance in stockholder's equity + Increase in stockholder's equity - Decrease in stockholder's equity
= $0 + (50,000 × $5) - (50,000 × 10% × $7)
= $250,000 - $35,000
= $215,000
Retained earnings on December 31:
= Total equity at December 31 - Balance in stockholder's equity without retained earnings
= $300,000 - $215,000
= $85,000
Answer:
The false statement is letter "A": We say a portfolio is an efficient portfolio whenever it is possible to find another portfolio that is better in terms of both expected return and volatility.
Explanation:
An effective portfolio is a portfolio with the highest expected revenue for a given risk level or a portfolio with the lowest risk level for a given expected revenue. When the portfolio has reached either one of the two points it is said that it has reached its efficient frontier.
In that case, option "A" is false since the portfolio efficiency has nothing to do with the similarity it may have with another one.
Answer:
Yield with 6-day maturity is 7.70%
Yield with 18-day maturity is 2.57%
Explanation:
The formula for yield on repurchase is given as:
y = ( PAR – P ) / P x (360 / t )
P=Purchase price
PAR=Repurchase price
t= number of days of the transaction
In first scenario,PAR is $39 million,P is $38.95 million and t=6
y=($39000000-38950000)/38950000*(360/6)
y=7.70%
In the second scenario,details remained the same except for t that is 18
y=($39000000-38950000)/38950000*(360/18)
y=2.57%
This implies the longer the maturity the lesser the yield since yield is computed on daily basis.
Answer:
Explanation:
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