Answer:
$1,500
Explanation:
Since the season lasts 4 months, the membership fees must be recognized over the whole 4 month period, that means that the club must recognize $100 / 4 = $25 per month per membership sold.
The company sold 60 season memberships, so it must recognize 60 x $25 = $1,500 in revenues.
Answer:
$47
Explanation:
JJ Enterprises
Interest $277
long-term debt i$5,010,
long-term debt of $4,780,
Therefore;
CFC = $277 −($5,010 −4,780)
CFC = $47
Thus the cash flow to creditors for the year is $47
Answer:
$8750.87
Explanation:
This is compound interest problem. The formula used to solve this would be:

Where
F is the future value (what we want, after 3 years)
P is the initial value (given 6900)
r is the rate of interest per period
here, 8% per year, so 8/4 = 2% per period (since compounded per quarter)
t is the time (3 years and compounding per year so times of compounding is 3*4 = 12), so t = 12
Substituting, we get our answer:

<u>There will be about $8750.87 at the account at the end of 3 years!</u>
Answer:
775 units
Explanation:
By forecast,
June sales = 400 units
July sales = 700 units
if ending inventory equal to 125% of next month's sales
Then June's ending inventory = 125% × 700
= 875 units
May's ending inventory = 125% × 400
= 500 units
Opening inventory + production - sales = closing inventory
Using the formula above, where p = production
500 + p - 400 = 875
p = 875 - 100
p = 775
Production required for June is 775 units.
The correct answer is Equality