Answer:
Bradford's estimated variable manufacturing overhead cost is $127,200
Explanation:
The cost function=$83,000+$12M
where M stands for machine hours required to produce the expected output in the month under review.
Each one-six unit case of Bradford's single product requires two machine hours,hence 5,300 cases would require 10,600 hours(5,300*2hrs).
Total estimated variable manufacturing overhead=cost per machine hour*expected number of machine hours
cost per machine hour is $12 as seen in the cost function
estimated variable manufacturing overhead=$12*10,600=$127,200
Based on the scenario above, Janet can be regarded as an Free-rein learder. Janet has the authority style where subordinates are not straightforwardly managed and rather should work on possess and demonstrate their value through achievements. No particular supervisory criteria must be met.
The calculated present value of the annuity is $915,166.70.
Explanation and Solution:
Annuity is a collection of fixed payments made or earned either at the close or at the beginning of any term such that a significant initial payment or receipt may be turned into a set of comparatively minor payments or receipts. An annuity that lasts indefinitely is called perpetuity.
The formula for the present value of the annuity is given by:
Where;
R = annual payment = $75,000
i = interest rate = 5.25%
P = Present value of annuity
n = number of years = 20 years
P =
P = $915,166.70
Answer:
the funds available for business growth, after expenses and salaries are paid.
Explanation:
Mainly profit is the earnings that calculated after paying all the types of expenses and it could be used for growing the business
So according to the given options the second one is correct as it represent that the profit is the fund that available for the growth of the business after pay off all the expenses
So the same is to be relevant
Answer:
$1,215 per customer
Explanation:
Add all costs:
Marketing Costs = $1,200
Sales Costs = $9,000
Salaries = $87,000
Total = $97,200
$97,200 divided by 80 new customers = $1,215 per customer