Answer:
Ans. The effective annual interest rate charged on the loan is 12.99% effective annually. (Please see the attached excel spread sheet)
Explanation:
Hi, attached is the amortization table that I made for this case. Notice that there is a yellow and green cell, the yellow one is the result of using the "IRR" function of MS Excel which provides an effective monthly rate, since the payments are made every month, then we have to transform that monthly effective rate into an effective annual rate, this is the formula to use.
That is:
Which we round to 12.99% effective annually.
Finally, notice that I didnt use the payments to find the effective rate, I used the cash flow, that was because you didn´t receive all the 100K (the fee, remember?), you received $98,000.
Best of luck.
Answer:
C
Explanation:
that makes sense more shdjdjjd
Answer:
The solution to this question can be defined as follows:
Explanation:
In point a:
When consumer interest decreases, => consumers begin and save less and more, => MPC decreases; => the "IS" curve becomes flatter; => "IS" turns inside. Currently, 'AD' shows together all the goods and financial sector, => as the 'IS' curve adjusts inside the industry, => the 'AD' would also change to the left.
In point b:
Take into account the SR models of "IS-LM" and "AD-AS."
Therefore there is the case of a full job only at the beginning; => its optimum between "IS1" and "LM" in the "IS-LM" model; as well as the main equilibrium among "AD1" and "AS" in the "AD-AS" model "E1'," => the original equilibrium among "Y=Yf," "r=r1" and "P=P1." That now the consumer is reducing the confidence, => the 'IS' curve becomes shifting IMEI 'IS2,' => provided the 'LM' curve, that new balance is 'E2.' That's why the price in the SR is calculated, the AS will change =>, however, the AD also will shift the "AD2" side and "E2'" will become the equilibrium point in the "AD-AS" system, "r=r2 <r1" and "P=P1" throughout the new "Y=Y2 <Yf" balance.
Please find the graph file in the attachment.
Answer:
The journal entry for J. Laney. to record this transaction is:
Legal Expenses $13,920 (debit)
Common Stock $2,900 (credit)
Share Premium $11,020 (credit)
Explanation:
The Common Stocks are carried at par value of $1. This means that any price paid in excess of the par value is accounted for in the Share Premium Account.
The Common stocks issued are measured at the price required to settle the legal expenses and are paid in excess of par value of $1.
Share Premium = ($4.80 - $1.00) × 2900 shares
= $3.80 × 2,900
= $11,020