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malfutka [58]
2 years ago
12

Project A has a predicted payback period of 2.5 and Project B has a predicted payback period of 5. Based on this information we

can conclude that Select one: A. more information should be gathered before deciding on which project, if either, is desirable. B. Project A is preferred to Project B. C. Project B provides twice the return of Project A. D. Project B is preferred to Project A, but it is not necessarily twice as profitable.
Business
1 answer:
anastassius [24]2 years ago
6 0

Answer:

A. more information should be gathered before deciding on which project, if either, is desirable.

Explanation:

The lower Payback Period is not sufficient information to decide which project is more profitable. The payback period indicates when in the life of a project the initial investment principal cash flow is achieved.

But to decide about a certain project it is better to know the interest yield, it is also important to get the life of the project and other information.

For example:

a.- 250 investment 100 per year  payback in 2.5-year life 3 years

b.- 500 investment 100 per year payback in 5-year life 20 years

While A payback occurs before project B is better

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During the Financial Crisis of 2007-2008, Goldman Sachs, Morgan Stanley, and other financial firms with heavy exposure to the mo
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The answer is: D) Get massive loans from the Fed

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1 year ago
Corey, a supervisor, needs to rate the performance of 20 subordinates. He uses a rating scale to rate them on a scale of 1 to 10
Sonbull [250]

Answer:

central tendency distributional error

Explanation:

There are three types of distributional errors:

  1. severity.- when the person in charge of rating is too strict and rates the employees with a poor grade.
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1 year ago
Lucinda cares a lot about the amount of work being produced by her team, but she is also concerned about her employees' job sati
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6 0
1 year ago
Tim spends his income on donuts (D) and coffee (C). Coffee is $2 per cup and donuts are $1 each. Assume that Tim has $10 to spen
stealth61 [152]

Answer:

Optimal number of donuts = 5 Donuts

Optimal cups of coffee = 2.5 cups.

Explanation:

Optimal numbers of donuts and coffee can be calculated as follow

First, we need to determine the budget constraint as below

M = ( P(D) x D ) + ( P(C) x C )

Placig values in the formula

10 = D + 2C

Now make utility function as:

U(D,C) = D0.5 C0.5

Marginal Utility donuts

MU(D) = 0.5D-0.5C0.5

Marginal Utility Coffee

MU(C) = 0.5D0.5C-0.5

The formula for marginal rate of substitution

(MRSD,C)= MU(D) / MU(C)  = 0.5D - 0.5C0.5 / 0.5D0.5C - 0.5  = C/D

Now calculate the optimal consumption level  

MRSD,C = P(D) / P(C)

C/D = 1/2

D = 2C (Equation 1 )

Placing the value of D resulted from equation 1, in the budget constraint we as below

10 = D + 2C

10 = 2C + 2C

10 = 4C

C = 10/4 = 2.5

NOw place the value of C in equation 1

D = 2C = 2(2.5) = 5

Optimal number of donuts = 5 Donuts

Optimal cups of coffee = 2.5 cups.

7 0
1 year ago
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