Answer:
b $19,000
Explanation:
The reconciliation between the book balance and the bank statement examines the transactions recorded in either account but omitted in the other and the transactions recorded wrongly in both accounts.
Given the following transactions
Cash in Bank - checking account = $18, 500
Cash on hand = $500
Post dated checks received = $3 500 and
Certificates of deposits = $24,000
Cash balance in balance sheet = $18, 500 + $500 + $24,000
= $43,000
The post dated check is not included as the cash is yet to be received. The balance in the post dated check will form part of the receivables balance and not that of cash.
The certificate of deposit may be accounted for as part of cash and cash equivalent as shown in the computation above. Where the certificate of deposit is accounted for as a short term investment,
Cash balance in balance sheet = $18, 500 + $500 = $19,000
Answer:
a) 0.667
b) Yes
Explanation:
Data provided in the question:
Mean = 0.04
Standard Deviation = 0.003
Upper Specification Limit, USL = 0.046
Lower Specification Limit, LSL = 0.034
Now,
a) Capability Index is given as:
Cp = 
or
Cp = 
or
Cp = 0.667
Also,
Cpk = min(
or
Cpk = min(
or
Cpk = min( 0.667
, 0.667 )= 0.667
Since,
Cp and Cpk are same in this case
therefore, it is ideal condition and process is capable
b) yes
Answer:
The amount of fees that Jill will pay this year=$248.20
Explanation:
Expense ratio is a measure of how much fees that fund management firms charge their clients for their investments services. These fees cover administrative and operational costs. In our case, the expense ratio will be expressed as the fees that Jill will pay as a portion of the total amount she invested. The expense ratio can be expressed as shown;
ER=C/A
where;
ER=expense ratio
C=total funds cost
A=total funds assets
In our case;
ER=0.17%=0.17/100=0.0017
C=unknown to be determined
A=$146,000
replacing;
C=ER×A
C=0.0017×146,000=$248.20
The amount of fees that Jill will pay this year=$248.20
Answer:
Explanation:
- The bond has 8% coupon paid semiannually, and those bonds sell at their par value.
- Since the bond sales at par value, Market rate (Yield) = Coupon rate =8%
<u>Second bond:</u>
- Semiannual coupon amount = 1000 x 8%/2 = $40
- Time to maturity = 6 years = 12 semiannual periods
- Semiannual Yield = 8%/2 = 4%
To get price of this bond we will use PV function of excel:
= PV (rate, nper, pmt, fv, type)
= PV (4%, 12, -40, -1000, 0)
= $1053.32
- Price of this bond = $1,053.3
