Please type!

What is the most important think you learned about Green Buildings, Sprawl, and Sustainability Initiatives from the textbook? like a summary of it.

I am wondering whether the five1 units of the natural unit system really is dictated by nature, or invented to satisfy the limited mind of man? Is the number of linearly independent units a property of the nature, or can we use any number we like? If it truly is a property of nature, what is the number? -five? can we prove that there not is more?

In the answers please do not consider cgs units, as extensions really is needed to cover all phenomenon. - or atomic units where units only disappear out of convenience. - or SI units where e.g. the mole for substance amount is just as crazy as say some invented unit to measure amount of money.

Sound source A is located at x = 0, y = 0, and sound source B is located at x = 0, y = 2.0 m. The two sources radiate coherently and in phase. An observer at x = 15.8 m, y = 0 notes that as he takes a few steps from y = 0 in either the +yor −y-direction, the sound intensity diminishes. What is the lowest frequency, and the next to the lowest frequency of the sources that can account for that observation? (Enter your answers from smallest to largest.)

kHz

kHz

A dilute solution of hydrochloric acid with a mass of 607.23 g and containing 0.33131 mol of HCl was exactly neutralized in a calorimeter by the sodium hydroxide in 614.70 g of a comparably dilute solution. The temperature increased from 15.848 to 19.739 °C. The specific heat of the HCl solution was 4.031 J·g^-1·°C^-1; that of the NaOH solution was 4.046 J·g^-1·°C^-1. The heat capacity of the calorimeter was 77.99 J·°C^-1.

Enter the balanced equation for the reaction. Include states in your answer.

Use the data above to calculate the heat evolved. What is the heat of neutralization per mole of HCl? Assume that the original solutions made independent contributions to the total heat capacity of the system following their mixing.
ΔH = ___ kJ/mol

. Design a square footing for a 16-in. square interior column with an ultimate dead load = 300 (k) and an ultimate live load = 200 (k). Take f_y=60,000 psi, f_c=4000 psi, normal weight, and q_a= 4500 psf. Assume the base of the footing is 4 (ft.) below grade. Draw the reinforcement detail also. Check for one way and two way shears with the support of diagram. With ACI code

Consider the following assets available for investment:

1. A stock index fund

2. A corporate bond fund

3. A utility fund

4. A global fund

5. A treasury fund

You have research on the funds that has projected out the expected returns (in percent) for the funds

along with the probabilities of those returns occurring. The following table shows the expectations:

Your assignment is to analyze the risk and return metrics of these assets and answer the following questions:

1. What is the expected return of each asset?

2. What is the standard deviation of each asset?

3. What is the Sharpe Ratio of each asset, using the treasury fund as the risk free asset? (Note, the treasury fund will not have Sharpe ratio because it is the risk free asset)

4. Using the stock index fund as the “market”, what is the Beta of each asset?

5. If you were only going to invest in one of these assets, would it be more appropriate to use standard deviation or Beta as your measure of risk, and why?

6. Which asset, if held as a single investment, gives you the best reward for the risk you have taken?

7. Diagram the Security Market Line (assuming the stock index fund is the market and the treasury fund is the risk free asset), plotting the assets in their appropriate places.

8. Which assets are considered “underpriced” and which are considered “overpriced” based on the SML?

Program a calculator or computer to use Euler's method to compute y(1), where y(x) is the solution of the given initial-value problem. (Give all answers to four decimal places.)

dy/dx+ 3x²y = 12x²,

y(0) = 5

c++

1 city.h

#pragma once

#ifndef CITY_H

#define CITY_H

#include<string>

#include<iostream>

#include<utility>

using namespace std;

class City {

public:

City(string nm, unsigned int pop) {

namePopulationPair = make_pair(nm, pop);

}

bool operator<(const City &city)const {

if (this->getName() < city.getName()) {

return true;

}

else {

return false;

}

}

void setName(string name) { namePopulationPair.first = name; }

void setPopulation(unsigned int population)

{

namePopulationPair.second = population;

}

string getName() const { return namePopulationPair.first; }

unsigned int getPopulation() const { return namePopulationPair.second; }

virtual void printInfo() const {

cout << getName() << ": " << getPopulation() << endl;

}

protected:

pair<string, unsigned int> namePopulationPair;

};

#endif

Use city.h from the previous lab without any modifications.

2 main.cpp

In main.cpp do the following step by step:

1. Globally define array cityArray[] consisting of cities with the following details:

(a) Los Angeles with population of 4 million

(b) San Diego with population of 1.5 million

(c) San Francisco with population of 900 thousand

(d) Sacramento with population of 500 thousand

(e) Stockton with the population of 300 thousand

(f) Redding with the population of 90 thousand

(g) Las Vegas with the population of 700 thousand

(h) Reno with the population of 300 thousand

(i) Portland with the population of 700 thousand

(j) Seattle with the population of 750 thousand

(k) Eugene with the population of 200 thousand

2. Globally define a vector of City objects, without initial values. Call it cityVector (1 points).

3. Pass vectors to these functions as reference, and define them as constant if the functions are not

allowed to modify them.

(a) Define function void initVector(...) that receives a vector of City objects, an array

of elements of type City as a second input, and an integer as its third input. The third input

represents the number of elements in the input array. Initialize the input queue with the elements

existing in the input array (2 points).

(b) Define function void printCityVector(...) that receives a vector of City objects

as input and prints the elements within the vector. Hint: You can use range-based for loops (2

points).

(c) Define function int mergeCityVector(...) that receives a vector of City objects as

input, along with three integers as indexes that represent the lower bound, the division point of

the vector into two halves, and the upper bound within the vector. It merges the two halves of

the vector (assuming they are sorted) according to the city populations (5 points).

(d) Define function void cityMergeSort(...) that receives a vector of City objects as

input, along with two integers as indexes that represent the lower and upper boundaries within

the vector. It does merge sort on the vector of City objects according to the city populations

(by invoking the mergeCityVector() function on sorted vectors (5 points).

In main() function do the following step by step, using the functions defined above:

(i) Initialize cityVector according to array cityArray[] using the function defined above (1

points).

(ii) Print out the entries of cityVector, using the appropriate function defined above (1 points).

(iii) Do merge sort on cityVector and print out the updated vector. (1 points).

The output of the program may look like the following:

Initializing cityVector with cityArray[]:

Los Angeles: 4000000

San Diego: 1500000

San Francisco: 900000

Sacramento: 500000

Stockton: 300000

Redding: 90000

Las Vegas: 700000

Reno: 300000

Portland: 700000

Seattle: 750000

Eugene: 200000

Merge sort on cityVector:

Redding: 90000

Eugene: 200000

Stockton: 300000

Reno: 300000

Sacramento: 500000

Las Vegas: 700000

Portland: 700000

Seattle: 750000

San Francisco: 900000

San Diego: 1500000

Los Angeles: 4000000

2

1. Complete the balance sheet for the business for 2016 and 2017.

2. In which year do you think the balance sheet is better?

1. What is oxidation?  How do you know if a molecule/atom has undergone oxidation.

2. Describe the reactivity of alcohols (1˚, 2˚, and 3˚) to oxidation.  

3. What are two ways besides IR that we can determine if we have the right product? Please explain what molecular property is measured and how borneol and camphor will show up differently in the technique.

4. When we take the IR of borneol and camphor, how will the spectra look different?

5. Why is the Camphor reaction considered “green”?

write a simple python program that takes in 6-50 random numbers the user types in and then guesses the next 6 of numbers that will be produced based on the numbers entered. it's something like a lottery program. You can use any algorithm you want but it has to be in the python programming language.

Thank you!

What are “perceptual committees”? Is there ever an incident where perceptual committees fail? If so, why?

6. What is the global superiority effect? Give an example of this phenomenon. How does this impact our day-to-day lives?

7. Compare and contrast Direct and Constructivist accounts of perception.

Please explain answer a little bit I'm familiar with these all topics..just give hint with your answer... the first question is quick sort
1) (13 points)
 Show the results of pivoting the following array using  0.34 as the pivot value.
 0.34 -4.62  8.50 -5.45  7.80  8.19  9.72 -2.85  0.88 -0.07 -0.28 -3.58

2)(13 points)
Draw the graph defined by the following adjacency matrix:

     ?         ?         ?         ?       -4.8      -2.3       9.7       3.9  
     ?         ?       -4.6       5.1      -8.5       2.0      -2.2      -9.1  
     ?       -4.6         ?      -2.9      -2.4      -3.2       2.3         ?  
     ?        5.1      -2.9        ?         ?        9.0       7.4       5.0  
   -4.8      -8.5      -2.4        ?         ?       -5.0      -6.9      -9.6  
   -2.3       2.0      -3.2       9.0      -5.0         ?       5.9      -7.7  
    9.7      -2.2       2.3       7.4      -6.9       5.9         ?      -3.8 

3)(13 points)
Show the order in which the vertices of the graph from question 3 will be visited in a depth first traversal.
Use 0, 1, 2, 3, 4, 5, 6, 7 as the names of the nodes, and assume that the neighbors of any node are given in left to right order across the matrix.

4)(13 points)
Consider the following adjacency matrix.
?    4.0  3.0  1.0  
4.0  ?    8.0  1.0
3.0  8.0  ?    5.0
1.0  1.0  5.0  ?
Use Kruskal's algorithm to find a minimum spanning tree.

 
    3.9      -9.1        ?        5.0      -9.6      -7.7      -3.8         ?

Calculate the pH of a buffer solution after the addition of 15.00 mL of 0.100 M NaOH to 50.00mL of the buffer that originally contains 0.100 M propanoic acid and 0.0750 M Sodium propionate. The Ka for propanoic acid is 1.3x10-5.