Answer:
When we take Slurpees, these are labelled under luxury. This is not the basic need of any human being to drink Slurpees in order to quench his or her thirst. This can't be categorized as a basic, primary or biological need. Water is considered very for for this purpose and we even can't survive biologically without water, whereas, we can very happily without Slurpees. More specifically, we can live definite more happy and healthy without drinking these carbonated drinks which are not good for any human's health, and this facts have been proven by medical science in much finer details. These drinks, sometimes, can kill humans as well, damaging their stomach directly. If this was the basic need, then organizations might have offered it instead of giving employees salary and monetary rewards.
If it costs $5.10 to get $4.10 from Friendly's then the loanee would pay about 24% which is a pretty high interest rate and presumably the interest rate would decrease with a higher amount loaned as on a larger amount the actual amount of interest earned would still be significant with a lower interest rate.
Answer: $5 per machine hour
Explanation:
Given the following :
Estimated manufacturing overhead cost = $550,000
Expected machine-hour to be incurred = 110,000
Actual manufacturing overhead = $575,000
Actual machine hour incurred = 120,000
The manufacturing overhead application rate:
Expected manufacturing overhead cost / Expected machine hour to be incurred
= $550,000 / 110,000 machine hour
= $5 per machine hour
Answer:
Explanation:
The government taxes packs of cigarettes both to discourage smoking and to raise tax revenue. The average excise tax on a pack of cigarettes is $2.50 per pack. The table below presents the annual demand and supply schedules, in billions of packs, both before and after the tax on packs of cigarettes.
Answer:
C(T) = $730 + $25T
R(T) = $35T
T = 193 transactions
Explanation:
Given that:
C = cost ; R = revenue ; T = number of transactions
Amount paid per transaction = $25
Cost keeping office open = $730
Amount collected on each transaction = $35
(a) Find a formula that gives C as a function of T.
C(T) = Cost of keeping office open + (cost per transaction × number of transactions)
C(T) = $730 + $25T
(b) Find a formula that gives R as a function of T.
R(T) = (Amount collected per transaction * number of transactions)
R(T) = $35T
(c) Find the number of daily transactions that are needed to make the revenue $1200 more than the cost.
R = C + 1200
Substitute the value of R and C into the equation:
35T = 730 + 25T + 1200
35T - 25T = 730 + 1200
10T = 1930
T = 1930 / 10
T = 193 transactions