Answer:
C. ($2,500) $25,000
Explanation:
The computation is shown below:
The Preferred stock should be debited with $25,000 and the net effect on additional paid in capital is $2,500 credit i.e. ($25,000 - $2,500)
So,
Preferred stock $25,000
And, Additional paid in capital ($2,500)
Therefore the option c is correct
And, the same is relevant
Answer: $8.60
Explanation:
Since Henry wrote 24 checks in April and the bank charges $0.15 a check, the amount paid on the check will be:
= 24 × $0.15
= $3.60
Furthermore, since the monthly service charge for the checking account is $5, the total of the fees Henry pays in April on his checking account will be:
= $5 + $3.60
= $8.60
Therefore, the total amount that Henry will pay will be $8.60.
Answer:
2. True
Bank charges are the various fees account holders are charged in respect of maintenance of the account along with any other charges incurred in respect of specific transactions (e.g. cheque clearance charges, fund transfer charges, collection charges, etc). Bank charges are charged directly to the customer account thereby reducing the bank balance shown in the bank statement. These charges are usually not recorded by the business until the bank provides the bank statement at the end of a month which is why balance as per bank statement may be lower than the cash book balance.
Answer:
Fraud-Late Filing Penalty
Explanation:
The tax infraction that incurs a penalty calculated as 15% of the amount of tax owed per month with a maximum penalty of 75% is the Fraud-Late Filing Penalty.
Fraud-Late Filing Penalty is the <u>penalty for filing late if a taxpayer did not file on time due to fraud</u>.
<u>The penalty is 15% of the amount of tax that should have been reported on the tax return</u> and an additional 15% for each additional month or part of a month that the taxpayer didn't file a return. <u>The penalty cannot exceed 75% of the unpaid tax.</u>
Answer:
The value of the call option today is $7.73
Explanation:
The value or price of the call option under the two state model is calculated based on the assumption that there is no opportunity for arbitrage profit. The value of call option will be based on the return in case the call option is exercised and the probability of earning that return.
The strike price is $105
The return if price goes to $122 and option is exercised is 122 - 105 = $17
The return if the price goes down to $88 will be 0 as the call option will not be exercised.
Thus, the expected return is = 0.5 * 17 + 0.5 * 0 = $8.5
This return will be earned after 1 year. To calculate the value of the call option today, we need to discount this return to present value using the risk free rate.
V0 or value today = 8.5 / (1+0.1) = $7.727 rounded off to $7.73
