1. What components of final expenditure (C, I, G, NX) if any, would the following transactions change? (provide numerical values for parts g and k)

a. A U.S. family buys a new refrigerator made in Illinois

b. A U.S. family buys a new refrigerator made in China

c. You buy a new house in Chicago

d. You buy a pizza from Dominos

e. California repaves U.S. highway one.

f. GM sells a car from its inventory of cars

g. You buy a house built in 2000. The house cost $120,000 in 2000, your purchase price is $200,000, of which $10,000 goes to a real estate agent as sales commission.

h. U.S. government spending for unemployment benefits increases because of increasing unemployment.

i. A parent pays $1,000 for daycare for their child.

j. Ben and Jerrys buy milk to make ice cream.

k. You buy $20 of yarn at a craft store. You use the yarn to make a sweater, which would cost $80 if sold at Target.

l. You pay rent for an apartment in a building that was built in 2002.

m. Fifth third bank lends a manufacturer $1,000,000.

n. The City of Chicago purchases new police cars

o. Wildfires destroy homes in California (do not count the cost of fighting the fires).

1. What components of final expenditure (C, I, G, NX) if any, would the following transactions change? (provide numerical values for parts g and k)

a. A U.S. family buys a new refrigerator made in Illinois

b. A U.S. family buys a new refrigerator made in China

c. You buy a new house in Chicago

d. You buy a pizza from Dominos

e. California repaves U.S. highway one.

f. GM sells a car from its inventory of cars

g. You buy a house built in 2000. The house cost $120,000 in 2000, your purchase price is $200,000, of which $10,000 goes to a real estate agent as sales commission.

h. U.S. government spending for unemployment benefits increases because of increasing unemployment.

i. A parent pays $1,000 for daycare for their child.

j. Ben and Jerrys buy milk to make ice cream.

k. You buy $20 of yarn at a craft store. You use the yarn to make a sweater, which would cost $80 if sold at Target.

l. You pay rent for an apartment in a building that was built in 2002.

m. Fifth third bank lends a manufacturer $1,000,000.

n. The City of Chicago purchases new police cars

o. Wildfires destroy homes in California (do not count the cost of fighting the fires).

A recent health report revealed that a woman with insurance spends an average of 2.3 days in the hospital following a routine childbirth, while a woman without insurance spends an average of 1.9 days at the hospital. Two samples of 16 women each were used in both samples. The standard deviation of the first sample is equal to 0.6 day, and the standard deviation of the second sample is 0.3 day. At ?=0.01, test the claim that the means are equal. Find the 99% confidence interval for the differences of the means and compare the result of the hypothesis test to the one for the confidence interval.

A recent agricultural study found that weight of a chicken follows normal distribution with a mean of 2 lbs and standard deviation of 0.3 lbs. Using this information, answer the following questions.

Eric is a farmer who claims that he owns a chicken such that only 1% of all the chickens will be expected to have weights greater than his chicken. What is the weight of Eric’s chicken?

Tom is a farmer who owns 50 chickens. What is the probability that the total weight of all the chickens on Tom’s farm will be greater than 105 lbs?

2. A pendulum exhibits simple harmonic motion when it is released at an angle θ = 9°. The length of the pendulum is l=0.86 m, and the pendulum bob has a mass m=0.3 kg.

a. What is the pendulum’s frequency?

b. Use energy conservation to find the pendulum bob’s speed when it passes through the lowest point of the swing? Assume that the difference in height between the lowest part of the swing and the highest part of the swing is delta H= l(1-cos(θ))

c. What is the total energy of the system?

Assume that there was a starburst that produced 10¹¹ solar masses of stars with a minimum mass of 0.3 solar masses and a maximum mass of 100 solar masses. The number of stars as a function of mass is N(M) = KM^-2.35, where K is a normalization constant. The current turnoff mass of the population is 1 solar mass

1. Compute the number of stars and the total mass of stars that are still on the main sequence.
2. Assume that all stars with masses between 1 and 8 solar masses became white dwarfs. Compute the total number of white dwarfs in this population

Assume in a Bertrand model, there are 3 identical firms in the market with the same constant marginal cost of 30. The demand function is P = 150 ? Q. Firms share the monopoly profit equally if they participate in the cartel. With probability 0.3 the cartel is detected by the end of period t, in which case each cartel member has to pay the fine $1000. Cartel investigation takes one period. If detected by the end of period t, the cartel is disbanded at the end of the period and the firms return to the noncooperative game permanently. Derive the condition required for the cartel to succeed

12. If a Hall voltage of 2.50 x 10^-3V is produced by a 0.300-T field applied across a 1.50-cm-diameter aorta, what is the blood velocity inside?

14. A solenoid has 300 turns and a length of 10.0 cm. When a current of 2.50 A flows through the solenoid, how strong is the magnetic field produced inside it?

15. In a mirror's ray diagram, the distance between the object and the image is 30 cm. The magnification of the image is -0.3. What type of mirror is used and what is the focal length of the mirror?

A square conducting loop of side length a = 24 cm sits in three-dimensional space, such that its area vector points along the vector -i - 4j + k.

A uniform magnetic field of strength B = 0.04 mT points along the positive z-axis.

A current of I = 0.3 mA is run through the loop. Find the net force on the loop.

Find the torque on the loop. (Note it should be of the form (Tx , Ty , Tz) with appropriate numbers)

What is the magnetic dipole moment of the current loop?

The monthly ambulatory visit shown in the Table below occurred in an outpatient clinic.

1. Prepare a forecast for January visits, using the simple exponential smoothing method with α = 0.3.
2. If α = 0.5, what is the predicted value for January visits?
3. If α = 0.0, what is the predicted value for January visits
4. If α = 1.0, what is the predicted value for January visits
5. Which alpha produces the best forecast?