Answer:
b. 8.225%
Explanation:
The rate formula will be used to solve this question.
Please note that the NPER represents the time value.
Where;
Present value is $754.08
Let's assume that the face value is $1,000
PMT= 1,000 x 7.25% ÷2
=$36.25
NPER= 9 years x 2
= 18 years
The formulae is therefore
Rate(NPER,PMT,-,PV,FV)
The value of the present value is negative.
a. The pretax would therefore be 11.75%
b. After tax cost of debt would be ;
Pretax cost of debt x (1 - tax rate)
11.75% x (1 - 30%)
11.75% x (1 - 0.03)
=8.225%.
Answer: government taxes on products or services entering a country that primarily serve to raise prices on imports.
Explanation:
Tariffs are known to be taxes which the government of a particular country charges on goods and services which are imported into the country from other countries. It is a form of trade protection which the government uses in protecting local companies. Thus, the government imposes taxes on imported goods in order to make the prices of the goods high so that citizens can buy local or domestic goods and as a result encourage domestic companies to produce more of the local goods.
Answer:
E. Purchasing inputs such as raw materials, resources, equipment and supplies
Explanation:
In business, <u>Procurement</u><u> </u>is the process of acquiring goods/services in order to support operational activities.
It includes all the aspects related to a purchase: price ( estimates, biddings ) , payment terms, good specifications, quality, delivery, volumes, etc.
Answer: Option (C) is correct.
Explanation:
Given that,
Net cash provided by operating activities = $34
Income taxes = $12
Capital expenditures = $24
Cash dividends = $7
Free Cash Flow = Cash Provided by Operating Activities - Dividends - Capital Expenditure
= $34 - $7 - $24
= $3
Therefore, the company's free cash flow was $3.
Answer:
d. six or seven
Explanation:
Given that:
Daily demand for the grip = 3000 units
average waiting time = 0.20 day
processing time = 0.10 day / container
a container holds = 150 grips
percentage of policy used = 10% = 0.10
The objective of this question is to determine the amount of Kanban containers would Jewel require.
the amount of Kanban containers = Demand ( wasting time + processing time)(1+percentage policy)/ amount of container holding
the amount of Kanban containers = 3000( 0.2 + 0.1) ( 1+ 0.10)/ 150
the amount of Kanban containers = 3000 ( 0.30) (1.10)/150
the amount of Kanban containers = 990/150
the amount of Kanban containers = 6.6
SO we can infer that the amount of Kanban containers would Jewel require if a 10% policy variable is used falls within the range of six or seven.
