Answer:
c
Explanation:
customers surplus is going to decrease due to the tax increase, some of the customers may not afford and that may affect Arkanas financial performance
Answer:
No
Explanation:
Customer service has a great impact on every business, every company must train it's staff on how to listen to customers and attend to their needs in a polite and professional manner.
A great customer service will keep customers happy and satisfied, this will in turn make them want to come back to do more business. A satisfied customer will go extra length to recommend others to the company but unsatisfied customer that feels that his needs weren't addressed properly or his request wasn't attended to, such customer will not likely but from the company and also bad mouth the company to others and this will leave a great impact on the company growth.
In summary, no company in a specific industry would survive or get by without having customer service as this is part of what makes a company grow.
Answer:
d. All ending inventory balances are zero.
Explanation:
Manufacturing overhead is an indirect cost which occurs when the production is done. Examples are Depreciation, Repairs and Maintenance etc.
All ending inventory balances are zero is the correct option because there is no opening balance and any change in net income is recorded in the balance sheet so, there will be no closing balance.
All production costs approach those costs that were budgeted, The sales mix does not vary from the mix that was budgeted and All manufacturing overhead is a fixed cost are all incorrect.
Answer:
Constant, Decreases, Increases
Explanation:
Answer:
€2,500 million
Explanation:
Data provided as per the requirement of estimated benefit to the population is here below:-
Benefit of the tariff reduction = €5
Size of population = €500 million
The computation of estimated benefit to the population is shown below:-
Estimated benefit to the population = Benefit from tariff reduction × Size of population
= €5 × €500 million
= €2,500 million
Therefore for computing the estimated benefit to the population we simply applied the above formula.
