Answer:
100 units
Explanation:
Given that,
Annual demand (D) = 500 units
Ordering cost (S) = $5 per order
Holding cost (H) = $0.50 per unit per year
Optimal order quantity(Q):
= 100 units
So, the optimal number of diamonds to be ordered is 100 units.
Answer:
involve an immediate cash outlay in order to obtain a future return
require a great deal of analysis prior to acceptance
Explanation:
A capital budgeting decision refers to an investment and the financial commitement. If we considered a project so here the business is making the financial commitment and at the same time it invest in the longer period that have an influence on the future projects
So it is an instant cash outflow for gaining a future return and also have a great deal before accepting it
Answer:
$29,000
Explanation:
Given that:
- Draw per week: $1,100
- Commission rate: 12%
- Sales for Jim were $205,000 for the month.
- 4 weeks in a month
Assuming a four-week month, Jim's commission :
Commission on revenue + commission of total draws
= $205,000*12% + 4*$1,100
= $24,600+ $4,400
= $29,000
Hope it will find you well.
All of these factors are important to consider EXCEPT "taxes paid on interest" because the banking institution has no control over the tax rate and how much you would be responsible for paying at the end of the year. Tax rates are set by federal and state governments and would be the same rate no matter which savings account you chose.
Explanation:
As most students discover, college is not the same as high school. For many students, college is the first time they are “on their own” in an environment filled with opportunity. And while this can be exciting, you may find that social opportunities conflict with academic expectations. For example, a free day before an exam, if not wisely spent, can spell trouble for doing well on the exam. It is easy to fall behind when there are so many choices and freedoms.
One of the main goals of a college education is learning how to learn. In this chapter we zoom in on learning how to skillfully manage your time. To be successful in college, it’s imperative to be able to effectively manage your time.
In the following Alleyoop Advice video, Alleyoop (Angel Aquino) discusses what many students discover about college: there is a lot of free time—and just as many challenges to balance free time with study time
