Solution :
Sullivan's Company
Bank Reconciliation Statement, July 31
BANK BOOK
Ending balance from $11,828.12 Balance from the ledger $9,381.58
bank statement.
Add : Add :
Deposit in transit $4,650.03 Note payable borrowed $5,200
from bank
Error by bank $422.50 Error in recording payment $1275.3
$ 16,900.65 $15,856.88
Less: Less :
Outstanding checks $1,908.27 Service charge $32.50
NSF Check $832
Reconciled cash balance $ 14992.38 Reconciled cash balance $14992.38
b).
Date Accounts titles and explanations Debit($) Credit($)
July 31 Cash 5,200.00
Notes payable 5,200.00
July 31 Cash 1275.3
Repair expenses 1275.3
July 31 bank charges 32.50
Cash 32.50
July 31 Accounts receivable 832
cash 832
Answer: Option D
Explanation: In economics, inflation means the increase in the general price level of goods in an economy and the decrease in the value of money. This process occurs over a period of time.
In a scenario of inflation the purchasing power of the consumers decreases leading to a decrease in demand. Inflation could be controlled but is unavoidable and hence every economy faces some level of inflation every time.
Hence from the above we can conclude that the correct option is D.
Chapter 12 is meant primarily for: A. Farmers
Answer:
$1140.28
Explanation:
The computation of the net present value of this investment is shown below:-
= Annual Cash flows × Present Value of Annuity Factor (r , n) - Initial Investment
as
Annual cash flows = $8600
Present Value of Annuity Factor (r , n)
r = 10% and n = 4 years
So, the Present Value of Annuity Factor will be the sum of the present value of 4 years at 10%
For Year 1 = 0.9091
For Year 2 = 0.8264
For Year 3 = 0.7513
For Year 4 = 0.6830
Total = 3.1698
Therefore,
Net Present Value = (Cash inflow × Total) -
Initial Investment
= ($8600 × 3.1698) - $26,120
= $27,260.28 - $26,120
= $1140.28
Answer:
a) Portfolio ABC's expected return is 10.66667%.
Explanation:
Some information is missing:
Stock Expected Standard Beta
return deviation
A 10% 20% 1.0
B 10% 10% 1.0
C 12% 12% 1.4
The expected return or portfolio AB = (1/2 x 10%) + (1/2 x 10%) = 10% (it is the same as the required rate for stock A or B)
The expected return or portfolio ABC = (weight of stock A x expected return of stock A) + (weight of stock B x expected return of stock B) + (weight of stock C x expected return of stock C) = (1/3 x 10%) + (1/3 x 10%) + (1/3 x 12%) = 3.333% + 3.333% + 4% = 10.667% <u>THIS IS CORRECT</u>
Options B, C, D and E are wrong.
