Answer:
accrued basis income: 14,300
cash basis income: 9,500
Explanation:
accrued: we reocgnize base on the time of transfer of goods and the expense are mathced when the period they occur.
revenues 33,700
operating expense <u> (19,400) </u>
net income 14,300
cash basis: we recognize based on the cash collection or disbursement:
collected from customer 25,900
paid expenses (13,600)
insurance paid <u> (2,800) </u>
net income 9,500
Answer:
8.09%
Explanation:
Year Inflation rate 1 + Inflation rate
1 0.03 1.03
2 0.04 1.04
3 x 1+x
Average rate 0.05 0.05
1 + Average rate = [(1+r1)*(1+r2)*(1+r3)]^(1/3)
1.05 = [1.03*1.04*(1*x)]^(1/3)
[1.0712*(1+x)] = (1.05)^3
[1.0712*(1+x)] = 1.157625
1 + x = 1.157625 / 1.0712
1 + x = 1.080681
x = 1.080681 - 1
x = 0.080681
x = 8.09%
Thus, the periodic Inflation rate in year 3 is 8.09%
Answer: $54,000
Explanation:
Referring to the data regarding store operation given above, difference between cash receipt and cash disbursement for December could be calculated as follows;
December Cash receipt = (340,000*20%+320,000*80%) = 324,000
November Purchases = (340,000 × 75%)+(320,000 × 75% × 60%) - 153,000 = 246,000
December Cash payment = 246,000 +240,000 = 270,000
The difference between cash receipts and cash disbursement for December = 324,000 - 270,000 = 54,000
Answer:
Incremental loss of Spock = $19,800
Incremental profit of Uhura = $12,300
Incremental profit of Sulu = $94,200
Explanation:
Note: See the attached excel for the determination the incremental profit or loss that each of the three joint products.
In the attached excl file, the following formulae are used:
a. Incremental sales value = Sales value of processed product - Sales value at split off point
b. Incremental profit (loss) = Incremental sales value - Costs to process further
