Answer:
$7,720; $4,280
Explanation:
total delivery expense = $12,000
Dept. Y Dept. Z
direct expenses $1,300 $0*
indirect expenses ($10,700 x 60%) ($10,700 x 40%)
$6,420 $4,280
total delivery expenses $7,720 $4,280
*Since no direct delivery expenses were generated by Dept. X, no amount should be allocated. Indirect expenses are allocated based on the percent generated by each department.
Answer:
A. Dr Cash $705,120
Cr Unearned subscription revenue
B. Dr Unearned subscription revenue $58,760
($705,120 *1/12)
Cr Subscription revenue $58,760
Explanation:
a) Preparation of the entry in November for the receipt of the subscriptions
Dr Cash $705,120
(27,120*$26)
Cr Unearned subscription revenue $705,120
(To record the receipt of the subscriptions)
b) Preparation of the adjusting entry at December 31, 2015, to record sales revenue recognized in December 2015
Dr Unearned subscription revenue $58,760
($705,120 *1/12)
Cr Subscription revenue $58,760
(To record sales revenue recognized)
<span>Approximately 70% of the content of a written assignment should be original thoughts, analysis, and paraphrasing written by the student. no more than 20% of the content should be quoted material. These percentages ensure that the student actually puts thought into their work and their work is original as possible. These percentages help prevent plagiarism by not allowing students to copy other people's work word for word.</span>
Answer:
Arrival rate, λ = 4 per hour
Service rate = 1/service time = (1 / 9 minute) * 60 minutes per hour = 20/3 = 6.67 per hour
a) Average number of trucks in system, L = λ/(μ-λ) = 4 / (20/3-4) = 1.5 trucks
b) Average time spent in the system, W = L/λ = 1.5/4 = 0.375 = 0.38 hour
c) Total system cost per day = (2*18 + 75*1.5) *8 = $ 1188 per hour
d) New service rate, μ' = (1/7 minutes) *60 minutes per hour = 8.57 per hour
Average number of trucks in system, L = λ/(μ'-λ) = 4/ (60/7 - 4) = 0.875 = 0.88 trucks
e) Average time spent in the system, W = L/λ = 0.875/4 = 0.2187 = 0.22 hour
f) Total system cost per day = (2*18 + 90*0.88) *8 + 200 = $ 1121.6 = 1122 per day
g) Based on above cost analysis, we see that Total system cost per day is lesser in after the new equipment is installed. Therefore, it is worth to install the new equipment.
Explanation: