Answer:
C) Asking the consumer to write his or her own letter to exercise that opt out right
Explanation:
The whole purpose behind the Gramm-Leach-Bliley Act (GLBA)was to allow customers the right to easily opt out of information sharing by the banks. That means that the banks are required to provide an easy way for a customer to do so, and writing your own letter might be easy for some people, but very difficult for others.
It is much easier to do it by phone, or by simply mailing back a detachable form. If the client knows how to use internet and emails properly, then the bank must provide an easy option to opt out through an email or an option that can be found in the bank's website.
Answer:
The alternative that should be chosen assuming identical replacement is:
Alternative B.
Explanation:
a) Data and Calculations:
Alternatives:
A B
First Cost $5,000 $9,200
Uniform Annual Benefit $1,750 $1,850
Useful life, in years 4 8
Rate of return 7% 7%
Annuity factor 3.387 5.971
Present value of annuity $5,927.25 $11,046.35
Net cash flow $927.25 $1,846.35
b) Alternative B yields a higher return than Alternative A. Since the two alternatives are based on the same rate of return, Alternative B will bring in a higher annual benefit, even when discounted to the present value.
Answer:
Debit Credit
July 2021
Cash 17,500
Loan payable 17,500
June 30, 2022
Loan Payable 17,500
Interest payable 2,100
Cash 19,600
Adjusting Entry's
Debit Credit
Interest expense 1050
Interest Payable 1050
Explanation:
Interest for the year = 0.12*17500=2100
Interest expense 2021= 6/12*2100= 1050
Answer:
(A) Payback period for the machine= 3.5 years
(B) Simple rate of return for the machine= 87.5%
Explanation:
Alesu corporation is considering purchasing a machine that would cost $283,850
The useful life is 5 years
The machine would reduce cash operating costs by $81,100 per year
The salvage value is $107,100
(A) The payback period for the machine can be calculated as follows
= cost/amount of cash flow
= 283,850/81,100
= 3.5 years
(B) The simple rate of return for the machine can be calculated as follows
First we calculate the depreciation expense
= 283,850-107,100/5
= 176,750/5
= 35,350
Annual incremental income= cost savings -depreciation expenses
= 283,850-35,350
= 248,500
Simple rate of return = annual incremental income/cost × 100
= 248,500/283,850 × 100
= 0.875 × 100
= 87.5%
