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True [87]
2 years ago
10

Suppose a u.s. firm builds a factory in china, staffs it with chinese workers, uses materials supplied by chinese companies, and

finances the entire operation with a loan from a chinese bank located in the same town as the factory. this firm is most likely trying to greatly reduce, or eliminate, which one of the following?
Business
1 answer:
sp2606 [1]2 years ago
6 0
Had to look for the options and here is my answer. Given that a U.S firm establishes a factory in China, the Chinese workers utilizes materials that are being provided by Chinese companies and provides aid with the entire operation. Therefore, this firm would most likely try to decrease or remove LONG-RUN EXPOSURE TO EXCHANGE RISK.
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Users at Universal Containers (UC) adhere to the following process for expense reports: Create the expense report. Attach receip
riadik2000 [5.3K]

Users at Universal Containers (UC) adhere to the following process for expense reports: Create the expense report. Attach receipts in an Expenses app. Send the report to the accountant to review and approve. An Administrator needs to enable this App for Salesforce Mobile.The Administrator consider the following from the User's perspective

<u>(D) Users can create list views, attach receipts as photos, and submit records for approval.</u>

Explanation:

The app users will not the get the permission to either edit or create a record they can only view the record .So the user can only create a list view of the record ,then it can attach the receipt as a photo an dwill submit the record for the further approval.

We need to know that in the other option mentioned the users can neither approve a record,or create a record

So the answer for the above mentioned question is <u>(D) Users can create list views, attach receipts as photos, and submit records for approval.</u>

8 0
2 years ago
A rectangular field with one side along a river is to be fenced. Suppose that no fence is needed along the river, the fence on t
Klio2033 [76]

Answer:

Side opposite the river = 120 ft

Other sides = 240 ft

Explanation:

Let 'R' denote the length of fence opposite to the river and 'L' denote the length of the other two sides.

The cost as a function of R is:

L*R = 28,800\\L=\frac{28,800}{R}\\ C = 40R+10*2*\frac{28,800}{R} \\C(R) = 40R+576,000R^{-1}

The value of R for which the derivate of the cost function is zero is the length that minimizes cost:

C'(R) =0= 40 -576,000R^{-2}\\R=\sqrt{\frac{576,000}{40}}\\R=120\ ft\\

If R is 120 ft, then the value of L is:

L = \frac{28,800}{120}\\L=240\ ft

The dimensions that will minimize costs are:

Side opposite the river = 120 ft

Other sides = 240 ft

5 0
2 years ago
Suppose Maria prefers to buy a bond with a​ 7% expected return and​ 2% standard deviation of its expected​ return, while Jennife
zepelin [54]

Answer: The correct answer is "A.Maria is less​ risk-averse than Jennifer because Maria is choosing a bond with higher standard deviation.".

Explanation: We can measure the risk according to the standard deviation of its expected return, therefore: Maria is less risk averse because she is willing to take more risk in order to obtain a higher return and Jennifer instead prefers to sacrifice performance in order to be less exposed to risk.

7 0
2 years ago
Social Media, Inc. (SMI) has two services for users. Toot!, which connects tutors with students who are looking for tutoring ser
tekilochka [14]

Answer: See explanation

Explanation:

a. Predetermined overhead rate will be:

= Administrative costs/Number of users

= 739,500/25,500

= $29 per user

Administrative costs applied to Toot will be:

= Number of users x Predetermined overhead rate

= 8900 x 29

= $258100

Administrative costs applied to Tix will be:

= Number of users x Predetermined overhead rate

= 16600 x 29

= $481400

b. For Toot

Revenue: $1,450,000

Less: Engineering cost: $402,500

Less: Administrative cost: $258,100

Profit = $789400

For Tix:

Revenue: $1,200,000

Less: Engineering cost: $521,875

Less: Administrative cost: $481,400

Profit = $196725

5 0
2 years ago
You are considering the following two mutually exclusive projects that will not be repeated. The required rate of return is 11.2
postnew [5]

Answer:

a. project A; because its NPV is about $335 more than the NPV of project B.

Explanation:

As in the question it is mentioned that the required rate of return for project A and project B is 11.25% and 10.75% respectively.

Here we have to determined the net present value for both projects having different required rate of return

So based on the net present value the first option is correct as the project A is more than the project B

Therefore the first option should be accepted

5 0
2 years ago
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