Answer:
(a)
Dr Investment in Gordon Corp. 230,400
Cr Cash 230,400
( to record investment in Gordon Corp.; calculated as 10 x 23,000 + 400)
(b)
Dr Investment in Gordon Corp. 18,400
Cr Share of Gordon Corp earning 18,400
( to record share of profit in Gordon Corp, calculated as % of Gordon Corp share owned x Gordon Corp's earnings = 23,000/100,000 x 80,000)
(c)
Dr Cash 45,000
Cr Investment in Gordon Corp. 45,000
( Record dividend receipt from Gordon Corp)
Explanation:
Further explanation, as Morgan Co. acquires 23% of Gordon Corp. ( 23,000/100,000); equity method should be applied.
Answer:
a. AIE will have to borrow $25,5102.04
b. The Effective Rate on this Loan is 6.63%
c. If AIE can convince the bank to remove the compensating balance requirement the effective rate is 6.50%
Explanation:
In order to calculate how much will AIE have to borrow we would have to use the following formula:
Amount to be borrowed = Cost of Truck / (1 - Compensating balance)
Amount to be borrowed = $250000 / (1 - 0.02)
a. Amount to be borrowed = $25,5102.04
In order to calculate the effective rate on this loan we calculate the following:
Effective Rate on this Loan = Interest / Amount received
Effective Rate on this Loan = 16581.63 / 250000
b. Effective Rate on this Loan = 6.63%
c. If AIE can convince the bank to remove the compensating balance requirement the Effective rate = annual rate, hence the effective rate is 6.50%
Dennis could be suffering from a dissociative fugue. It is one of the many kinds of amnesia wherein an individual would not have the ability to recall someone's past and suddenly forming another identity from the mind. This happened to Dennis when he told the policemen that his name was Michael Hart.
A or C i think :) tel me if im wrong
Answer:
Explanation:
The $10,000 is the face value of the bond. Using a financial calculator, input the following to calculate the price at a year before maturity; i.e. at year 9;
Time to maturity; N = 10 - 9 = 1
Annual interest rate; I/Y = 9%
Annual coupon payment; PMT = 0
Face value of the bond; FV = 10,000
then compute present value ; CPT PV = $9,174.31
Therefore, you will pay less than $10,000 for the bond and the price would be as above $9,174.31