Determine the energy of 2.00 mol of photons for each of the following kinds of light. (Assume three significant figures.)

Infrared radiation (1590nm)

Visible light (500nm)

UV radiation (150nm)

This year Jack intends to file a married-joint return. Jack received $173,400 of salary and paid $8,600 of interest on loans used to pay qualified tuition costs for his dependent daughter, Deb. This year Jack has also paid moving expenses of $4,550 and $35,100 of alimony to his ex-wife, Diane, who divorced him in 2012. (Round your intermediate calculations and final answer to the nearest whole dollar amount.)

Suppose that Jack also reported income of $10,900 from a half share of profits from a partnership. Disregard any potential self-employment taxes on this income. What AGI would Jack report under these circumstances?

The figure below shows a bar of mass m = 0.280 kg that can slide without friction on a pair of rails separated by a distance ℓ = 1.20 m and located on an inclined plane that makes an angle θ = 29.5° with respect to the ground. The resistance of the resistor is R = 1.50 Ω, and a uniform magnetic field of magnitude B = 0.500 T is directed downward, perpendicular to the ground, over the entire region through which the bar moves. With what constant speed v does the bar slide along the rails?

Part 2: Problem Solving - Consolidated Financials Assume that on 1/1/X0, a parent company acquires a 70% interest in its subsidiary for a price at $480,000 over book value. The excess is assigned as follows: Asset Fair Value Useful Life Patent $320,000 8 years Goodwill 160,000 Indefinite 70% of the goodwill is allocated to the parent. Included in the attached Excel spreadsheet are the pre-consolidation financial statements for both the parent and the subsidiary.

A projectile is shot from the edge of a cliff h= 245 m above ground level with an initial speed of v0= 155 m/s at an angle of 37.0 with the horizontal, as shown in the Figure.

a. What are the horizontal and vertical components of the initial velocity?

b. Determine the time taken by the projectile to hit point P at ground level

c. Determine the range X of the projectile as measured from the base of the cliff

d. Find the maximum height above the cliff top reached by the projectile

e. What is its speed right before it hits the ground?

Please Explain!! how to solve each step.!

Two capacitors C₁ = 5.9 ?F, C₂ = 16.2 ?F are charged individually to V₁ = 15.7 V, V₂ = 4.9 V. The two capacitors are then connected together in parallel with the positive plates together and the negative plates together.
Calculate the final potential difference across the plates of the capacitors once they are connected.

Calculate the amount of charge (absolute value) that flows from one capacitor to the other when the capacitors are connected together.

By how much (absolute value) is the total stored energy reduced when the two capacitors are connected?

How do aqueous solutions of ionic and molecular compounds differ?

1. What is the impact of a business cycle recession on the interest rate? Show graphically using S and D for bonds and using Liquidity preference framework. How are the results different?

Consider the random experiment of tossing two fair dice and recording the up faces. Let X be the sum of the two dice, and let Y be the absolute value of the difference of the two dice.

1.Compute the skewness coefficient and kurtosis of the distribution of X and Y.

2. For each of x=4,5,6 from the sample space of X do the following:

Construct the pff of the conditional distribution of X given Y = y

Compute the mean variance SD skewness coefficient snd kurtosis of the conditional distribution of Y given X = x. Are they distributional characteristics constant, or do they depend upon x?

Write a Java program called Numbers that reads a file containing a list of numbers and outputs, for each number in the list, the next bigger number. For example, if the list is

78, 22, 56, 99, 12, 14, 17, 15, 1, 144, 37, 23, 47, 88, 3, 19

the output should look like the following:

78: 88

22: 23

56: 78

99: 144

12: 14

14: 15

17: 19

15: 17

1: 3

144: 2147483647

37: 47

23: 37

47: 56

88: 99

3: 12

19: 22

NOTE: If there is no bigger number in the sequence, just display the value of Integer.MAX_VALUE .

The output should be shown on the screen and also saved in a file.

Program Design

• You should have a single class called Numbers.
• You should have a static method called nextLargest, which takes as input an array of integers called list and another single integer called value. It should return the number that is the next larger than the value in the list (as described above). You need to use this method to implement your program.
• The input file from which the list is read should be called "list.txt". Assume it's in the current directory.
• The output file to which the results should be saved should be called "nextlist.txt". Save it in the current directory (i.e. don't specify the path).

Additional Requirements

1. The name of your Java Class that contains the main method should be Numbers. All your code should be within a single file.
2. Your code should follow good coding practices, including good use of whitespace (indents and line breaks) and use of both inline and block comments.
3. You need to use meaningful identifier names that conform to standard Java naming conventions.
4. At the top of the file, you need to put in a block comment with the following information: your name, date, course name, semester, and assignment name.
5. If the input file contains something not in the proper format, your program should handle this gracefully by displaying an appropriate message to the user and closing the program (without letting it crash).

The output of your program should exactly match the sample program output given at the end

Use the monopolistic competition model to analyze the potential effects of trade
(importing and exporting) on the pharmaceutical industry. (hint: highlight the tradeoffs).

1. In the collusion game, we found that collusion was only sustainable in the infinite horizon repeated game. One Nash Equilibrium of that game can be found when all players play a “grim trigger” strategy, where they collude until an opponent chooses to compete, and then compete for all future rounds as a punishment. In such a game, if the one period bonus that comes from competing is low enough, firms always collude and the punishment is never triggered. However, let’s think a little deeper about this Nash Equilibrium. Is the punishment (vowing to compete forever after one deviates) realistic, especially if firms can communicate freely? Why or why not? (Hint: Is a grim trigger Nash Equilibrium a Subgame Perfect Nash Equilibrium? What kinds of Nash Equilibria does Subgame Perfection rule out in sequential games?)