Consider 0.8 kg of N₂ at 300 K, 1 bar contained in a rigid tank connected by a valve to another rigid tank holding 0.3 kg of CO₂ at 300 K, 1 bar. The valve is opened and gases are allowed to mix, achieving an equilibrium state at 290 K.
Determine:
(a) the volume of each tank, in m³.
(b) the final pressure, in bar.
(c) the magnitude of the heat transfer to or from the gases during the process, in kJ.
(d) the entropy change of each gas and of the overall system, in kJ/K.

This is the full question

1. Consider a‘‘duel’’ between two players. Let’s call these players H and D.Now,we have historical information on each because this is not their first duel. H will kill at long range with probability 0.3 and at short range with probability 0.8. D will kill at long range with probability 0.4 and at short range with probability 0.6. Let’s consider a system that awards 10 points for a kill for each player. Build a payoff matrix by computing the expected values as the payoff for each player. Solve the game.

The price elasticity of demand for ambulatory mental health services appears to be about - 0.8, and the price elasticity for general ambulatory medical services appears to be about -0.3. How much would spending increase for each type of care if copays were cut from $40 to $25? *Hint: Need to find out how much the copay decreased by in percentage and that will give you the percentage change in price to plug into your elasticity formula. (PLEASE SHOW WORK ON HOW YOU GOT THE ANSWER, THANK YOU).

Two long concentrie cylinders have diameters of 5 and 10

cm, respectively. The inside cylinder is at 900 C and the outer

cylinder is at 100-C. The inside and outside emisivities are 0.8

and 0.4, respectively. Calculate:

a) the percent reduction in heat transfer if a cylindrical radiation

shield having a diameter of 6 cm and emisivity af 0.3 is placed

between the two cylinders.

b)discuss the effect of decreasing the shield diameter on the

percent reduction in heat transfer

c)draw the network circuit

cxraw the network circuit

6 In the late 1930s and early 1940s, Joe Louis handily defeated a series of opponents who came to be known as the “Bum of the Month Club.” Use what you know about rank-order tournaments to explain how this came about.

Assume CAPM is correct (the market is the tangency portfolio), and all securities are priced correctly. a), b) Fill in the blanks.

Security          Expected        Variance        Standard        Correlation BETA

                        Returns                                  Deviation        (with Market)

Market           0.08                 ________        0.40                 ________        ________

Risk-free        0.02                 ________        _______          0.0                   ________

Stock D           ________        ________        0.50                 ________        0.8

Stock E           ________        ________        1.60                 0.40                 ________

c) Suppose a well known fund manager invites you to invest in a special fund that promises expected returns of 0.06, with a BETA of 0.2. How would you approach the idea?

A random sample of 9 automobiles of a particular model has a mean of 32 mpg and a standard deviation of 10 mpg. Assume gas mileages are normally distributed. Use this information to compute a 95% confidence interval for the mean miles per gallon obtained by all automobiles of this type.

Round your confidence interval values to the nearest whole number (Do NOT use any decimals in your answer).

The left endpoint of the confidence interval is  , and the right endpoint is  .

How many picograms are in 5.59 × 10–11 grams?

How many micrometers are in 6.36 × 10–5 meters?

How many kilovolts are in 3.48 × 105 volts?

How many nanoliters are in 1.58 × 10–10 liters?

Question 2

While driving your rental car on your trip to Europe, you find that you are getting 8.1 kilometers per liter of gasoline. What does this correspond to in miles per gallon?

What data is needed from each traffic analysis zone to forecast future volumes?

1. population, no. of vehicles, miles of roadway, and no. of buses
2. no. of licensed drivers, no. of vehicles, and no. of households
3. zone boundaries, traffic nodes and centroids, employment
4. forecasted population, no. of jobs, and no. of households

Maximum Service Flow Rate is determined under…

1. ideal weather and pavement conditions
2. ideal driver and vehicle conditions
3. ideal roadway and control conditions
4. ideal vehicle user conditions (no trucks)