Based on the coupon rate, the call price and the selling price, the yield to call is 11.06%.
<h3>How is the yield to call found?</h3>
The formula to find it is:
= (Coupon + (Call price - Current price) / Number of periods ) / ( (Call price + Current price) / 2 ) x 2
Solving gives:
=( (12%/2 x 1,000) + (1,120 - 1,110) / 6 semi annual periods ) ) / ( (1,120 + 1,110) / 2) x 2
= (61.667 / 1,115) x 2
= 11.06%
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Answer:
Dividend paid during the year will be $55000
So option (B) will be the correct answer
Explanation:
We have given dividend declared during the year=$60000
Dividend payable at the beginning of the year=$20000
Dividend payable at the end of the year=$25000
We have to find the dividend paid during year
Dividend paid during the year=Dividend payable at the beginning of the year+ Dividend declared during the year-Dividend payable balance at the end of the year
Dividend paid during the year=$20000+$60000-$25000=$55000
So option (b) will be the correct answer
Answer:
Calculations below
Explanation:
beginning cash balance $ 26,000
Add; Cash receipts $ 105,000
Total cash available $ 131,000
Less: Cash disbursments $ (94,000)
Excess (Deficieny) of cash available over disbursments $ 37,000
Borrowings ($70,000-$37,000) $ 33,000
Ending cash balance $ 70,000
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