Answer:
Explanation:
Rordan Corporation
Direct Labor Budget
1st Quarter
2nd Quarter
3rd Quarter
4th Quarter
Year
Required production in units:
1st Quarter = 8, 000
2nd Quarter = 6, 500
3rd Quarter = 7, 000
4th Quarter = 7, 500
Year = 29, 000
Direct labor time per unit (hours):
1st Quarter = 0.35
2nd Quarter = 0.35
3rd Quarter = 0.35
4th Quarter = 0.35
Total direct labor hours needed:
1st Quarter = 2, 800
2nd Quarter = 2, 275
3rd Quarter = 2, 450
4th Quarter = 2, 625
Year = 10, 150
Direct labor cost per unit:
1st Quarter = $12
2nd Quarter = $12
3rd Quarter = $12
4th Quarter = $12
Total direct labor cost:
1st Quarter = $12 x 2, 800 = $33, 600
2nd Quarter = $12 x 2, 275 = $27, 300
3rd Quarter = $12 x 2, 450 = $29, 400
4th Quarter = $12 x 2, 625 = $31, 500
Year = Q1 + Q2 + Q3 + Q4 = $121, 800
“Preference” is the answer.
<span>Jack and James disagreed about the shirt because of the differences in
their preference. People have their own inclination towards objects and this
could be a result of their personal taste or past experiences. In this case, it
could be that Jack liked the shirt’s fabric or color but James didn’t, that’s
why they disagreed.</span>
Answer:
$133,600
Explanation:
Straight line depreciation expense = (cost of asset - salvage value) / number of year
Cost of asset = $340,000 + $14,000 + $40,000 = $394,000
($394,000 - $60,000) / 5 = $66,800
The amount of accumulated depreciation at December 31, 2018 = $66,800 x 2 = $133,600
Answer:
Letter A is correct
Explanation:
In consultative selling, the salesperson's function is not only to sell products, in this type of sales strategy, the salesperson must adapt a set of techniques that work together to provide the sales service together with a consultancy, that is, listening to the customer. , answer their needs and ask questions so that communication with the customer goes smoothly so that the salesperson can get optimal feedback and then design an appropriate sales strategy that will be ideal for that customer.
Answer:
The yield to call is 2.24%.
Explanation:
To calculate the yield to call, you can use the following formula:
YTC = (C + (CP - P) / t) / ((CP + P) / 2)
YTC= Yield to call
C= Annual Coupon: 0
CP= Call price of the bond: $509
P= Price of the bond: $455
t= time remaining until call date: 5
YTC= (0+(509-455)/5)/((509+455)/2)
YTC=(54/5)/(964/2)
YTC= 10.8/482
YTC= 0.0224= 2.24%
