1. Of the six classes of synovial joints, how many are classified as biaxial?

2 Which of the following articulations is the largest diarthrosis in the human body?

3 Which two pads of fibrocartilage are found in the knee joint?

4 What is the scientific name given to the shoulder joint?

5 Which articulation forms part of the elbow joint?

6 The tendons of four muscles help to stabilize the shoulder joint, which together are called which of the following?

7 The hip joint belongs to which class of synovial joints?

Use the following example to answer questions 1 & 2:

1. Little Kona is a small coffee company that is considering entering a market dominated by Big Brew. Big Brew has enough market power to set either a high price or a low price. If Little Kona enters the market and Big Brew sets a high price, Kona would make $2 million profit while Brew would make $3 million, but if Big Brew sets a low price, Kona would lose $1 million and Brew would make $1 million. If Little Kona doesn't enter the market and Big Brew sets a high price, Kona would make no money and Brew would make $7 million, but if Big Brew sets a low price, Kona would make no money and Brew would make $2 million.

Does either player in this game have a dominant strategy?

QUESTION 2

2. What is the Nash equilibrium for this game?

QUESTION 3

3. Jennifer divides her income between coffee and croissants (both of which are normal goods). An early frost in Brazil causes large increase in the price of coffee in the United States. What effect would the income effect have on her purchasing of croissants? What about the substitution effect?

1) The daily demand, D, of sodas in the break room is:

i) Find the probability that the demand is at most 2.
ii) Compute the average demand of sodas.
iii) Compute SD of daily demand of sodas.

2) From experience you know that 83% of the desks in the schools have gum stuck
beneath them. In a random sample of 14 desks.
a) Compute the probability that all of them have gum underneath.
b) Compute the probability that 10 or less desks have gum.
c) What is the probability that more than 10 have gum?
d) What is the expected number of desks in the sample have gum?
e) What is the SD of the number of desks with gum?

3) The number of customers, X, arriving in a ATM in the afternoon can be modeled
using a Poisson distribution with mean 6.5.
a) Compute P(X<3).
b) Compute P(X>4).
c) SD of X.

Answer the following questions in detail - (Each answer should be at least 1 and 1/2 page) - 10 x 4 = 40 marks

a) Karan, a senior HR manager is entrusted with the task of creating a "Leadership Academy" for his organization. Discuss on ways by which Karan can find and create effective leaders.

b) You are the new compensation and benefits manager for a mid-sized organization. You study the system and find inequity in the pay packet amongst employees with similar skill sets. Discuss the theoretical framework that you would apply to ensure fairness.

c) Assume that you are a part of a start-up organization and are participating in a brainstorming session on talent management initiatives to reduce attrition. Describe any seven initiatives that you would suggest.

Answer it in detail (1-2 paragraphs)

1. Define a reference frame and then an inertial reference frame. Give example of both inertial and non-inertial reference frames.

2. Explain the concept of time dilation. What is the twin paradox?

3. Explain why it is impossible for an object to travel at the speed of light (Hint: evaluate the energy of the object)

4. Discuss the importance of the photoelectric effect in the context of quantum physics.

5. What is the de Broglie wavelength? List at least one experimental evidence the matter exhibits wave characteristics.

6. State Hesisenberg's uncertainty principle.

Chapter 1 Case Scenarios 1-2: Creating a Plan to Upgrade to Windows 7

The money supply is fixed at $60billion and the equilibrium value of money 1/P = 1/2. The Federal Reserve increases the money supply by $20 billion and as a result the new equilibrium price level is 5. Use the Money Supply-Demand Model (Diagram) to explain clearly how equilibrium is restored in the model.

Three blocks of mass ?1=?2=?3=1?? are stacked on a table as shown. The surfaces of the blocks and table are coated with Teflon and all have the same small coefficient of friction, ??=??=0.01. A force of 30N is applied straight down on the top mass as shown.

a) Draw a free body diagram for each mass labelling all forces.

b) Which direction might the bottom mass move and why?

c) What is the acceleration of the top mass?

Given is a sequence of the following pattern: {1, 2, 6, 24, 120, 720, …}

1. Write recursive equations for the above sequence.

2. Write a C++ recursive function that can compute the sequence in 1. above of any
unsigned long number.