Answer:
$605,000
Explanation:
According to the scenario, computation of the given data are as follows,
Face value = $605,000
Coupon rate = 6%
Rate of interest = 6%
As coupon rate and market interest rate is similar, then in this scenario issuance price of the bond is equals to face value of the bond.
Then, Issuance price of bonds = Face value of bonds
Issuance price of bonds = $605,000
Answer:
c. Accrue revenue by making an adjusting entry at the end of the period
Explanation:
As in the given situation since it is mentioned that the service is earned but not yet billed or collected so here the revenue is accrued so that the revenue could be recorded by recording the adjusting entry and there is an account receivable at the closing of the period.
Therefore according to the given options, the option c is correct and the same is to be considered
Answer:
The price at which a margin call would be received is $28.929.
Explanation:
The stated question does not contain complete information. The remaining information is as follows.
<em>Assume that you purchase 150 shares of RossCorp stock at $45 each by making a margin deposit of 55 percent. At what price would you receive a margin call?</em>
The price is calculated using the formula for maintenance margin as follows.
Maintenance margin = Equity in account / Value of stock
Equity in account = (Shares purchased x Call price) - (Shares purchased x Remaining ratio x Sale price)
Equity in account = (150 x P) - (150 x 0.45 x 45)
= 150P - 3037.5
Value of stock = Shares purchased x Call price
= 150P
Inserting these values into the formula for maintenance margin:
0.3 = (150P - 3037.5) / 150P
45P = 150P - 3037.5
105P = 3037.5
P = 28.929
Hence, the price at which a margin call would be received is $28.929.
Answer:
The solution according to the given query is provided below.
Explanation:
The given question seems to be incomplete. The attachment of the complete query is provided below.
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The additional investment will be:
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The drawings will be:
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By putting the values, we get
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