I think it'd be E. I hope that helps!
If a bond's yield to maturity is less than its coupon rate, the bond will sell at a premium, and increases in market interest rates will decrease this premium.
If the bond's coupon rate is lower than YTM, the bond will be sold at a discounted price. If the bond's coupon rate is higher than its YTM, the bond is sold at a premium. If the bond's coupon equals YTM, the bond is sold at face value.
If the coupon is higher than the yield, investors should expect the bond's capital value to fall over the remaining term. Therefore, the price of the bond must be higher than its face value. If the bond's coupon rate is lower than its lifetime, the bond's price increases over its remaining lifetime.
If the interest rate falls below the coupon, the bond can be sold at a premium above face value. Interest rates on bonds vary according to prevailing interest rates and perceived risks of the issuer. Suppose he has a 10-year bond for $5,000 with a 5% coupon.
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Answer:
29,394 units
Explanation:
The formula for break even point is given as Fixed cost / Contribution margin.
Where;
Contribution margin = Sales per unit - Variable cost per unit
Given that ;
Fixed cost = $194,000
Unit selling price = $14.90
Unit variable cost = $8.30
Therefore;
BEP(units) = $194,000 / $14.90 - $8.30
= $194,000 / $6.6
= 29,394 units
Answer: c. To reduce the balances of revenue and expense accounts to zero so that they may be used to accumulate the revenues and expenses of the next period.
Explanation:
Closing entries are the journal entries that are made at the end of an accounting period in order to be able to transfer temporary accounts to the permanent accounts.
The primary purpose of closing entries is to reduce the balances of revenue and expense accounts to zero so that they may be used to accumulate the revenues and expenses of the next period.
Therefore, the correct option is C.
Answer:
We have to find the value of Larry's investement before and after the issue of new shares, to see if Larry's worries are justified.
The current value of Larry's investment is:
2,000 x $41.00 = $82,000
To find the value of Larry's investment if the new shares are issued, we use the following formula:
Investment = ¨[[(Oustanding shares x price per share) + (New issue of shares x price per share)]/ Outsanding shares + new issue] x No. of shares held
Investment = [[(20,000 x 41.00) + (5,000 x 32.80)] / 20,000 + 50,000] x 2,000
Investment = 39.36 x 2,000
Investment = $78,720
Thus, if the new shares were issued, Larry's investment value in the company would fall from $82,000 to $78,720, confirming his reasons to be worried.