Answer: The correct answer is $333,333.33
Explanation: Perpetuity is a cashflow that is payable or receivable forever.
In calculating the present value of a Perpetuity, the cash flow will be divided by the rate.
That is $15,000/ 4.5%
=$15,000/ 0.045
=$333,333.33
The money to be set aside now to be able to pay $15,000 every year is $333,333.33
I guess the correct answer is they would do better charging $15 than $10.
Tom and Sadie charge people to park on their lawn while attending a nearby craft fair. At the current price of $10, eight people park on their lawn. If they raise the price to $15, they know that only six people will want to park on their lawn. Whether they have eight or six cars parked on their lawn does not affect their costs. From this information it follows that they would do better charging $15 than $10.
Answer:
It is increases by 0.155 times
Explanation:
As we know that
Current ratio = Current assets ÷ Current liabilities
where,
Current assets = Cash + account receivable + inventory
So in year 1, the current ratio is
= ($7,000 + $18,000 + $34,000) ÷ ($17,000)
= ($55,000) ÷ ($17,000)
= 3.47 times
And, in year 2 , the current ratio is
= ($4,000 + $14,000 + $40,000) ÷ ($16,000)
= ($58,000) ÷ ($16,000)
= 3.625 times
Therefore, it is increases by 0.155 times
Answer and Explanation:
The journal entries are shown below:
On Feb 15
Purchases $800,000
To Accounts payable $800,000
(Being the purchase of inventory on credit is recorded)
On Mar 31
Accounts payable $800000
To Notes payable $800000
(Being the issuance of note is recorded)
On Sept 30
Notes payable $800,000
Interest expense $40,000
To Cash $840,000
(Being the payment of note and interest is recorded)
The interest expense is computed below:
= $800,000 × 10% × 6 months ÷ 12 months
= $40,000
The six months is calculated from Mar 31 to Sep 30
Only these entries are passed
Answer:
8.06%
Explanation:
According to the Fisher equation
( 1 + Total rate of return) = (1 + real rate of return) x ( 1 + inflation rate)
(1.14) = (1.055) x ( 1 + inflation rate)
Inflation rate = 1.080569 - 1 = 0.080569 = 8.06%