Questions
-Does it make sense for a company's first month of operation to have: negative operation activities,...

-Does it make sense for a company's first month of operation to have: negative operation activities, investing activities and positive financing activities? why?

-The same company has an EPS of 0.2, what does that mean for the company's performance?

In: Accounting

5) Fill in the blanks in the table below. Assume that the MPC is constant over...

5) Fill in the blanks in the table below. Assume that the MPC is constant over everyone in the economy.

MPC

Spending multiplier

Change in Government Spending

Change in Income

10

50

2.5

-800

0.5

425

0.2

1200

In: Economics

Given: E[x] = 4, E[y] = 6, Var(x) = 2, Var(y) = 1, and cov(x,y) =...

Given:

E[x] = 4, E[y] = 6, Var(x) = 2, Var(y) = 1, and cov(x,y) = 0.2

Find a lower bound on (5 < x + y < 10). State the theorem used.

In: Statistics and Probability

Calculate the appropriate amount of 28 wt% aqueous NH3 and solid NH4Cl to be mixed together...

Calculate the appropriate amount of 28 wt% aqueous NH3 and solid NH4Cl to be mixed together to yield 500 ml of a ~0.2 M pH 10 buffer. Check with pH paper. Store in a flask and adjust pH as needed.

In: Chemistry

Nursing considerations for doxorubicin include: a. verifying pulmonary function prior to initiation of therapy b. administering...

Nursing considerations for doxorubicin include:

a. verifying pulmonary function prior to initiation of therapy

b. administering through a 0.2 micron filter

c. calculating lifetime cumulative dose

d. checking creatinine level prior to administation

In: Nursing

1. Determine the ROC for stability for transfer function H(s) = 1 / (s-2) ( s-1)...

1. Determine the ROC for stability for transfer function H(s) = 1 / (s-2) ( s-1)

2. Determine the ROC for stability for transfer function H(z) = (z-1) / (z+0.1) (z-0.2)

In: Electrical Engineering

Suppose you work for an insurance company. You know that there are equal numbers of individuals...

Suppose you work for an insurance company. You know that there are equal numbers of individuals who will get in an accident with probability 0.2 and 0.3 and that the loss from getting in an accident is $4,000. Suppose you wish to screen individuals by offering full- coverage insurance as well as 30 percent coinsurance (i.e., the insurance pays 30 percent of the loss amount, or $1,200, in the event of an accident). You wish to include a 5 percent premium over the actuarially fair values for these policies to help cover overhead and pro- vide a profit margin for your company.

Will this pair of policies screen individuals into risk classes if we assume that all insuredindividuals have utility function U(X) ? 2000 · (X/4000)0.5 where X is income? Hint: Calculate utility (or expected utility) for each of the three options (no insurance, full- coverage insurance, and coinsurance) for both types of individuals and compare ex- pected utility levels to see what each will choose.

Background on Expected Utility: In this conceptualization of utility, we can compare uncertain outcomes with certain outcomes. For example, if an individual does not have insurance and does not get into an accident, he or she has a utility level of 2,000 (because X ? $4,000) or zero if he or she gets into an accident (because then X ? $0). The expected utility (EU) is based on the likelihood of each event occurring. A per- son facing a 10 percent chance of having an accident would have an expected utility of 1,800 using this utility function because EU ? 0.9 · 2,000 ? 0.1 · 0. This person would be indifferent between facing this “lottery” and having $3,240 with certainty (because U(3240) ? 1,800). This certainty equivalent value was obtained by solving for X in the equation 1800 ? 2000 · (X/4000)0.5. The lottery would be preferred to amounts less than $3,240 offered with certainty.

In: Economics

The next two questions refer to the following physical situation: Two blocks (masses m1 = 30...

The next two questions refer to the following physical situation:

Two blocks (masses m1 = 30 kg and m2 = 7 kg) sit atop one another as shown below. The coefficient of static friction between the blocks is μs= 0.32.  There is no friction between the lower block and the surface on which it rests. A constant external force F is applied to the lower block.

What is Fmax, the maximum magnitude of this force such that the upper block does not slide with respect to the lower block?

a.

Fmax = 158 N

b.

Fmax = 116 N

c.

Fmax = 61 N

d.

Fmax = 80 N

e.

Fmax = 141 N

If there is kinetic friction between the lower block and the surface, the magnitude of the maximum possible force Fmax that can be exerted on the lower block before the upper block starts sliding with respect to the lower block...

a.

stays the same.

b.

decreases.

c.

increases.

A precocious child wants to determine the moment of inertia, Io, of the local merry-go-round. The child measures the radius of the merry-go-round (R = 2 m), then weighs herself (m = 25 kg), then notices that when she moves from the center of the merry-go-round to the rim, the rotational velocity of the merry-go-round changes from 0.3 rev/sec to 0.2 rev/sec. If the child treats herself as a point mass, what moment of inertia does she estimate for the merry-go-round?

a.

Io = 500 kg-m2

b.

Io = 300 kg-m2

c.

Io = 200 kg-m2

d.

Io = 400 kg-m2

e.

Io = 100 kg-m2

As the child moves from the center of the merry-go-round to the rim, the kinetic energy of the child plus the merry-go-round...

a.

decreases.

b.

stays the same.

c.

increases

In: Physics

The table below shows the price per portion and the calories per portion for several different...

The table below shows the price per portion and the calories per portion for several different snack foods (source: USDA.gov).

Snack

Price Per Portion

Calories Per Portion

Chocolate Candy

0.24

262

Cookies

0.16

123

Corn chips

0.21

140

Crackers

0.16

114

Cupcakes

0.34

174

Danish

0.47

271

Donuts

0.36

235

Fruit Rolls

0.28

82

Graham crackers

0.14

102

Granola Bars

0.3

119

Ice Cream

0.39

196

Muffins

0.83

369

Pizza

0.63

252

Popsicles

0.34

80

Potato Chips

0.27

169

Pretzels

0.25

168

Pudding

0.38

152

Sandwich Crackers

0.2

183

Toaster Pastries

0.35

299

Tortilla Chips

0.21

161

a. Identify the scatter plot for the data.

Select your answer from one of the following options.

  • a.Graph A
  • b.Graph B
  • c.Graph C

b. Use the Google Sheets command =CORREL to find the correlation coefficient r. Round your answer to 3 decimal places.

c. Use the commands =SLOPE and =INTERCEPT to find the line of best fit. Select the equation of the line of best fit from the choices below:Select your answer from one of the following options.

  • a.y = 0.0015x + 0.0435
  • b.y = 182.6x + 0.33
  • c.y = 331.5x + 74.7
  • d.y = 0.33x + 182.6
  • e.y = 74.7 + 331.5x

d. Use the regression equation to predict the calories per portion for a snack that costs 0.24 per portion. Round your answer to the nearest whole number.

e. Chocolate Candy costs 0.24 per portion and has 262 calories. Using your answer to part c., calculate the residual for chocolate candy.

In: Statistics and Probability

You are trying to develop a strategy for investing in two different stocks. The anticipated annual...

You are trying to develop a strategy for investing in two different stocks. The anticipated annual return for a​ $1,000 investment in each stock under four different economic conditions has the probability distribution shown to the right. Complete parts​ (a) through​ (c) below.

Probability   Economic_condition   Stock_X   Stock_Y
0.1   Recession -90   -170
0.3   Slow_growth 20    50
0.4   Moderate_growth 110 150
0.2   Fast_growth 160 190

A. Compute the expected return for stock X and for stock Y.

The expected return for stock X is

​(Type an integer or a decimal. Do not​ round.)

The expected return for stock Y is

​(Type an integer or a decimal. Do not​ round.)

B. Compute the standard deviation for stock X and for stock Y.

The standard deviation for stock X is

​(Round to two decimal places as​ needed.)

The standard deviation for stock Y is

​(Round to two decimal places as​ needed.)

C. Would you invest in stock X or stock​ Y? Explain. Choose the correct answer below.

A.Since the expected values are approximately the​ same, either stock can be invested in.​ However, stockX has a larger standard​ deviation, which results in a higher risk. Due to the higher risk of stockX​, stockY should be invested in.

B.Since the expected values are approximately the​ same, either stock can be invested in.​ However, stockY has a larger standard​ deviation, which results in a higher risk. Due to the higher risk of stock Y​,stockX should be invested in.Your answer is not correct.

C.Based on the expected ​value, stockY should be chosen. ​However, stockY has a larger standard ​deviation, resulting in a higher ​risk, which should be taken into consideration.

D.Based on the expected ​value, stockX should be chosen. ​However, stockX has a larger standard ​deviation, resulting in a higher ​risk, which should be taken into consideration.

In: Statistics and Probability