Given the unordered array:

Suppose this array were being sorted using the quick sort algorithm from the course content,

into ASCENDING order, with the left-most item as the pivot value.

List the letters in the resulting array, in order AFTER the FIRST PARTITIONING.

1. Define Paleolithic

2. Define Neolithic

3. Define Megalithic

4. Compare Paleolithic and Neolithic Art?

5. Compare Paleolithic and Neolithic “architecture”:

6. What was the significance of the cave in Paleolithic times?

7. What was the Venus figure statue used for?

8. What was the purpose of Stonehenge?

9. In your opinion, why did prehistoric people begin creating art?

Period Demand

1 110

2 115

3 125

4 127

5 130

6 134

a) Prepare trend equation to forecast demand.

b) Forecast demand for periods 1 to 6 using the trend equation. Compute the errors associated with such forecasts c) Use the errors obtained in part b to create 2.0s control limits, where s  is the standard deviation. Create plot of the control chart with the associated points representing the errors from period 2 to period 6.

d) If demand in the next two periods turns out to be 120 and 135, can you conclude that the forecasts are in control?

Health and fitness

1. background/introduction

2. Etiology

3. Epidemiology

4. Signs and symptoms

5. Treatment modalities

6. Medical, Pharmacological and Nursing management

7. summary/conclusion

1. Say the firm is in a perfectly competitive market. If the current market (equilibrium) price is $ 60, at what output level will the firm as a profit maximizer produce at?
2. Say the market price rises to $ 80. At what output level (as a perfect competitor) will this produce at?
3. How much profit is the firm making at a price of $80? Based on this calculation, do you expect firms to enter or leave this market?
4. Say instead this firm is a monopoly. If the firm maximizes profit at an output level where marginal revenue equals $ 50, what output level will this be?

Consider the following vectors {1 + x + x^2, 1 - x^2, x + 2, 1 - x}.
a) Test or refute if the vector set is linearly independent?
b) Construct a linearly independent set of dimension 2, describe the
shape of the generated space.
c) Construct a linearly independent set of dimension 3, describe the
shape of the generated space.
d) For the base you chose in part c), find a linear combination for
p (x) = 3 + 11x + 8x^3

Question 4 (4 pts.)

(1) (1 pt.) Suppose that platinum currently sells for $1,200 an ounce. If the risk-free rate is 1% per year, what should be the price of a one-year maturity futures contract? (2) (1.5 pts.) Suppose the price of one-year futures contract is $1,220 instead in the previous problem, please construct an arbitrage strategy so that investors can make riskless profits. (3) (1.5 pts.) Suppose the price of one-year futures contract is $1,205 instead in the previous problem, please construct an arbitrage strategy so that investors can make riskless profits.

solve the system X'={2 2, 3 1}X+{t 1}. (2 2 in column, 3 1 in column)

For a Michaelis-Menten reaction, k1=5*107 M-1S-1, k-1=2*104 S-1 and k2=4*102

S-1. Calculate the Km and Ks for this reaction. Does the substrate achieve equilibrium? How would inspection of the rate constant immediately have given you the same answer