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ser-zykov [4K]
3 years ago
7

Which form certifies a container's serviceability and identifies the month and year the next reinspection is due?

Business
1 answer:
Colt1911 [192]3 years ago
4 0

Answer:

DD Form 2282 decal.

Explanation:

A container can be defined as a metallic object, which is usually rectangular in shape and used for freight or the transportation of goods from one location to another.

A DD Form 2282 decal is a form which certifies a container's serviceability and identifies the month and year the next reinspection is due. It is a type of form which gives a visual representation of the certification of a container, indicating its eligibility to transport cargoes (products or goods) such as automobiles, electronic gadgets, clothes, and other items.

Also, it gives an information about the particular month and year the next reinspection of a container would be.

Generally, before the expiration date of the DD Form 2282 decal, a container must be reinspected and this is usually 30 months after the previous inspection.

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Answer:

Roper Spring Water should not buy the machine, since it produces a negative net present.

Explanation:

Summary of Cash Flows on the Machine are as follows :

Year 0 = ($230,000)

Year 1  = $55,000

Year 2 = $65,000

Year 3 = $75,000

Year 4 = $75,000

Interest rate = 7%

Using the CFj Function of the Financial calculator this will be computed as :

($230,000)  CF j 0

$55,000      CF j 1

$65,000      CF j 2

$75,000      CF j 3

$75,000      CF j 4

i/yr  = 7%

Therefore Net Present Value is - $3,385.13

Since this is a negative Net Present Value, Roper Spring Water should not buy the machine.

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2 years ago
suppose the fimrs hires each unit of labor for $700 per week, and each unit of output sells for $9. How many workers will the fi
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Answer:

The question is missing the amount of output units that each additional unit of labor generates, but we can calculate how many units each additional unit of labor should produce in order to maximize profit.

In order for a firm to maximize its profit, the marginal revenue product (MRP) = marginal cost (MC).

MRP = output units per additional unit of labor x price per unit = U x $9

MC = $700

U x $9 = $700

U = $700 / $9 = 77.78, so we round up to 78 units

In order to maximize profit, each additional unit of labor must generate 78 additional units of output.

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Options A and D are true.

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