A handicap that limits a persons movement, senses, or activity. It puts them at a disadvantage compared to others and is recognized by the law.<span />
Answer:
A. Interest earned on the depositor's account
B. Deposit in transit and Note collected by the bank for the depositor
Explanation:
In Financial accounting, bank reconciliation can be defined as an evaluation which give a complete details of the financial items responsible for any difference between the balance of the cash account in the balance sheet and the cash balance reported in an entity's bank statement. These reconciliations should be done at regular intervals so as to ensure a balanced record of the cash account are kept by an organization or firm.
Adjusted balance ends the bank section of a bank reconciliation. Thus, in the event of any fraudulent behavior by an employee, the bank reconciliation would detect any anomaly or financial fraud in the organization.
In a nutshell, after a reconciliation of the bank statement, the adjusted bank balance should be equal to the company's ending adjusted cash balance on the balance sheet.
The items that would be added to the book balance on a bank reconciliation include the following;
A. Interest earned on the depositor's account.
B. Deposit in transit and Note collected by the bank for the depositor.
Answer: a. $56925 ; b. Account payable
Explanation:
a. If Hoffman Company pays the invoice within the discount period, what is the amount of cash required for the payment?
Purchase invoice = $65000
Less: Return = ($7500)
Net Purchase Invoice = $57500
Less: Discount = $57500 × 1% = $575
Cash received = $56925
b. What account is debited by Hoffman Company to record the return?
The account that is debited by Hoffman Company to record the return is the account payable.
Answer:
a.
3.51%
b.
0%
Explanation:
a.
First, we need to calculate the YTM of 6 months zero-coupon bond by using the following formula
Price = Face value / ( 1 + YTM )^numbers of years
96.79 = 100 / ( 1 + YTM )^1
1 + YTM = 100 / 96.79
1 + YTM = 1.0331646
Now calculate the YTM of 1 Year zero-coupon bond
93.51 = 100 / ( 1 + YTM )^1
YTM = 1.0331646 - 1
YTM = 0.0331646
YTM = 3.31646%
YTM = 3.316%
1 + YTM = 100 / 93.51
1 + YTM = 1.06940
YTM = 1.06940 - 1
YTM = 0.06940
YTM = 6.940%
YTM = 6.94%
Hence the forward rate is calculated as follow
Forward rate = [ (1 + YTM of 1 year zero coupon bond ) / ( 1 + YTM of 6 months year zero coupon bond ) ] - 1 = ( 1 + 6.94% ) / ( 1 + 3.316% ) = [ 1.0694 / 1.03316 ] - 1 = 1.03508 - 1 = 0.03508 = 3.508% = 3.51%
b.
At the time of inception the formward rate is 0.