Answer:
$559,020
Explanation:
The computation of net sales is shown below:-
Total sales = $640,000
Sales discount = $14,500 + $1,450
= $15,950
Sales return = $39,000 + $4,680
= $43,680
Sales allowance = $19,000 + $2,530
= $21,350
So,
Net sales = Total sales - Sales discount - Sales return - Sales allowance
= $640,000 - $15,950 - $43,680 - $21,350
= $559,020
Therefore for computing the net sales we simply applied the above formula.
Answer:
Explanation:
U(C, L) = (C – 100) × (L – 40)
(a) C = (w - t)[110 - L] + 320
C = 10[110 - L] + 320
C + 10L = 1420
where,
C- consumption
w - wages
t - taxes
L - Leisure
(b) Given that,
L = 100 then,
C = 420
= 5.33
(c) L = 110
C = 320
Reservation wage:
= 3.14
(d) At optimal level,
C - 100 = 10L - 400
C - 10L = -300
C = 10L - 300
Using budget constraint:
C + 10L = 1420
10L - 300 + 10L = 1420
20L = 1720
L* = 86 and C* = 560
Imari Brown should choose $1,000 tax credit since it reduces her taxes by $1,000. Tax credit is a big help for her because it can also reduced her tax by $1000, it is a big saving to her since she still attending community college.
Answer:
It means movies are relatively cheaper than working hours
Explanation:
In order to estimate the relativity of the two activities, there is a need to compare the changes over ten years
1. 10 years ago, Movie ticket= $5, 10 Years later Movie ticket= $8, the 10 year difference is $3
2. 10 years ago, average hourly wage = $10, 10 years later, average hourly wage = $20, the 10 year difference is $10
First, it means for the $3 change in movie ticket cost, there was a $10 change in the average hourly wage.
Put differently, while movie ticket got a 60% increase in price 3/5 x 100=60%
Average hourly wage got 100% increase 10/10 x 100= 100%
It means that working hours got more expensive and movie tickets got cheaper
Answer and Explanation:
The preparation of the differential analysis is presented below:
<u>Particulars Lease Machinery Sell Machinery Differential Effect on Income
</u>
Revenues $284,900 $275,700 $9,200
Costs $24,600 $13,785 $10,815
Income (Loss) $260,300 $261,915 -$1,615
It is better to sell the machinery as it has a loss of $1,615
