mahayodha80

Describe what you understand by the phrase “investing in your education.”

How can you best help clients to develop an action plan? List some of the characteristics of an effective plan.

What is involved in conducting an initial assessment? What is required to obtain accurate results from such an assessment and what questions may be helpful to consider?

Define and describe multicultural helping.

compute the double integral of xdS where G is the surface ofthat portion of the cylinder x^2 + y^2=16 inside the cylinderx^2+y^2=16 in the first octant

Compute ??G xdS where G is the surface of that portion of the cylinder x2+z2=16 inside the cylinder x2+y2=16 in the first octant

7. a lim_{x→∞} e ^x+e^−x / e ^x−e^−x

evaluate the limits that exist with all key steps

The reactions for the dissolution of limestone (CaCO_3(s)) and for the dissociation of bicarbonate ion (HCO_3^-) are as follows. CaCO_3(s) Ca^2+ + CO_3^2- K_eq = 10^-8.3 HCO_3^- H^+ + CO_3^2- K_eq = 10^-10-33 These reactions have reached equilibrium in a solution at pH 9.33 that contains 10^-2 mol/L CaCO_3(.s) and 10^-3 3 mol/L Ca^2+. What is the HCO_3^- concentration in the solution, assuming that activity coefficients for all species are 1.0? Would you expect the Ca^2+ concentration to increase, decrease, or not change if the system changed in the following ways? (For this part of the problem, do not assume that activity coefficients are 1.0.). Explain your reasoning briefly (1-2 sentences). The concentration of CaCO_3(.s) is doubled.

let z = u (x, y) and y =y (x) be functions all of whose first and second partial derivatives exist and are continuous. If u(x, y (x))=0,
(1) state the implicit differentiation formula for the derivative y'(x).

(2) Obtain an implicit differentiation formula for the second derivative of the function y (x).
May I have help with part (2) please. Thank you

J. J. Thin (JJT) is a catalog retailer of a wide variety of sporting goods and recreational products. Although the market response to the company's spring catalog was generally good, sales of JJT's $140 deluxe garment bag declined from 10,000 to 4,800 units. During this period, a competitor offered a whopping $52 off their regular $137 price on deluxe garment bags. 15 points A. Calculate the arc cross-price elasticity of demand for JJT's deluxe garment bag. B. JJT's deluxe garment bag sales recovered from 4,800 units to 6,000 units following a price reduction to $130 per unit. Calculate JJT's arc price elasticity of demand for this product. C. Assuming the same arc price elasticity of demand calculated in Part B, determine the further price reduction necessary for JJTto fully recover lost sales (i.e., regain a volume of 10,000 units).

Find the cross product a*x and verify that it is orthogonal to both a and b 

        3.  a = <-2, >,  b = -5, 12\

  9. |a| = 6, |b| = 5, the angle between a and b is 2 / 3

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A sum of P1,000 is invested now and left for 8 years, at which time the principal is withdrawn. The interest has an accrued left for another 8 years. If the effective annual interest is 5%, what will be the withdrawn amount at the end of the 16th year?

1. i)A bridge of L m span is supported by three prestressed girders which needs to be analyzed as it’s a
   requirement for Ministry of defense. All the three girders have same dimensions which are as follows; top
   flange (Bftx Tft), overall depth of web ‘Dw’ and Bottom flange (Bfbx Tfb), and the thickness of web (Tw) all
   dimensions are in ‘m’.The variable load on the bridge could be taken as QLkN/m2
   . A prestressing force of P kN
   is located at ‘e’ m from the soffit of the beam. Determine the extreme stresses at the mid-section of the beam
   as well as at the supports for the following conditions. Take parapet wall density as 20 Kn/m3
   . Consider the
   dense asphalt concrete pavement surface.
   a) (i)Tendons are straight for the prestressed girder 1; (ii) Tendons are bent with zero eccentricity at the
   ends for the prestressed girder 2; (iii) Tendons are parabolic with zero eccentricity at the ends for the
   prestressed girder 3; discuss which case would be appropriate in terms stress results. (10 Marks)
   b) Compare the results of the stress for same conditions mentioned for all the three case if each girder is
   replaced by a trapezoidal-shaped prestressed girder having the following dimensions. (10 Marks)
   
   Top width of the trapezoidalshaped girder equals
   Top width of the ‘I’ shaped girder
   Bottom width of the trapezoidalshaped girder equals
   Bottom width of the ‘I’ shaped
   girder
   Overall depth of the trapezoidalshaped girder equals
   Overall depth of the ‘I’ shaped
   girder equals
    (10+1

My question is: If 120,800 pounds of raw materials are needed tomeet production in August, how many pounds of raw materials shouldbe purchased in July?

Morganton Company makes one product and it provided thefollowing information to help prepare the master budget for itsfirst four months of operations: a. The budgeted selling price perunit is $70. Budgeted unit sales for June, July, August, andSeptember are 9,700, 28,000, 30,000, and 31,000 units,respectively. All sales are on credit. b. Forty percent of creditsales are collected in the month of the sale and 60% in thefollowing month. c. The ending finished goods inventory equals 20%of the following month’s unit sales. d. The ending raw materialsinventory equals 10% of the following month’s raw materialsproduction needs. Each unit of finished goods requires 4 pounds ofraw materials. The raw materials cost $2.50 per pound. e. Thirtypercent of raw materials purchases are paid for in the month ofpurchase and 70% in the following month. f. The direct labor wagerate is $15 per hour. Each unit of finished goods requires twodirect labor-hours. g. The variable selling and administrativeexpense per unit sold is $1.70. The fixed selling andadministrative expense per month is $67,000.

Morganton Company makes one product and it provided the following information to help prepare the master budget for its four months of operations:

(a) The budgeted selling price per unit is $70. Budgeted unit sales for June, July, August, and September are 8,400, 10,000, 12,000, and 13,000 units, respectively. All sales are on credit.

(b) Forty-percent of credit sales are collected in the month of the sale and 60% in the following month.

(c) The ending finished goods inventory equals 20% of the following month�s unit sales.

(d) The ending raw materials inventory equals 10% of the following month�s raw materials production needs. Each unit of finished goods requires 5 pounds of raw materials. The raw materials cost $2.00 per pound.

(e) Thirty-percent of raw materials purchases are paid for in the month of purchase and 70% in the following month.

(f) The direct labor wage rate is $15 per hour. Each unit of finished goods requires two direct labor-hours.

(g) The variable selling and administrative expense per unit sold is $1.80. The fixed selling and administrative expense per month is $60,000.

- How do I find beginning inventory for the direct materials budget?

Morganton Company makes one product and it provided the following information to help prepare the master budget for its first four months of operations:

1. The budgeted selling price per unit is $70. Budgeted unit sales for June, July, August, and September are 8,400, 10,000, 12,000, and 13,000 units, respectively. All sales are on credit.
2. Forty percent of credit sales are collected in the month of the sale and 60% in the following month.
3. The ending finished goods inventory equals 20% of the following month’s unit sales.
4. The ending raw materials inventory equals 10% of the following month’s raw materials production needs. Each unit of finished goods requires 5 pounds of raw materials. The raw materials cost $2.00 per pound.
5. Thirty percent of raw materials purchases are paid for in the month of purchase and 70% in the following month.
6. The direct labor wage rate is $15 per hour. Each unit of finished goods requires two direct labor-hours.
7. The variable selling and administrative expense per unit sold is $1.80. The fixed selling and administrative expense per month is $60,000.

Determine the scalar components Ra and Rh of the force R along the nonrectangular axes α and b. Also determine the orthogonal projection P of R onto axis a 030 R - 800 N 110

ANSWER E.) AND F.) ANSWER E.) AND F.)

A sinusoidal transverse wave is traveling along a string in thenegative direction of an x axis. Figure 16-37 shows a plot of thedisplacement as a function of position at time t = 0; the yintercept is 4.0 cm. The string tension is 5.0 N, and its lineardensity is 22 g/m. Find the (a) amplitude, (b) wavelength, (c) wavespeed, and (d) period of the wave. (e) Find the maximum transversespeed of a particle in the string.If the wave is of the form
y(x,t) = ym sin(kx - ?t + f),
what are (f)k, (g)?, and (h)f?

A well-insulated cylinder fitted with a frictionless piston initially contains nitrogen at 15 degree C and 0.1 MPa. the piston is placed such that the volume to the right of the piston is 0.5 m3, and there is negligible volume to the left of the piston and between the piston and the tank, which is also well insulated. Initially the tank of volume 0.25 m3 contains nitrogen at 400 kPa and 200 degree C. For the calculations below, assume that nitrogen is an ideal gas with C*p = 29.3J/(mol K) The piston is a perfect thermal insulator, and the valve between the cylinder and the tank is opened only long enough for the pressure in the tank and cylinder to equalize. What will the equalized pressure be, and what will be the temperatures of the nitrogen in the tank, in the cylinder to the left of the piston, and in the cylinder to the right ol the piston? What will the volumes in the cylinder be to the left and to the right of the piston? How much entropy has been generated by the process?

A transverse sinusoidal wave on a string has a period T=25msandtravels in the negative x direction with a speed of 30m/s. Att=0,an element of the string at x=0 has a transverse position of2cmand is traveling downward with a speed of 2m/s.

A transverse sinusoidal wave on a string has a period T = 23.0 ms and travels in the negative x direction with a speed of 30.0 m/s. At t = 0, a particle on the string at x = 0 has a transverse position of 2.00 cm and is traveling downward with a speed of 3.50 m/s. What is the amplitude of the wave?

A transverse traveling sinusoidal wave on a string has afrequencyof 100Hz, a wavelength of 4000 cm, and an amplitude of2.00 mm.
A) What is the maximum velocity of any point on the string?
B) What is the maximum acceleration of any point on thestring?

A string carries a sinusoidal wave with an amplitude of 2.0 cm and a frequency of 100 Hz. What is the maximum speed of any point on the string?

A 6.0- m-long string has a mass of 9.5 g. Transverse waves propagate along the string with a speed of 195.0 m/s. One end of the string is forced to oscillate at 120.0Hz with an amplitude of 0.450 cm. What power is transmitted along the string?

A 2.0-m m-long string vibrates at its second-harmonic frequencywith a maximum amplitude of 1.2 cm. One end of the string is at x=0 cm.
Find the oscillation amplitude at x =10 cm.

A 9-mm Xian short-barrel experimental pistol is fired and the reacting, exploding gases push the bullet down the barrel of the gun. The pressure is recorded as the bullet accelerates to the exit. Here is a sample of the pressure readings. What is the work done on the bullet by the expanding gases? You may neglect friction between the bullet and the barrel. The inside diameter of the barrel is 9 mm

Engr. Joey Mutia, the marketing director of a large department store, wants to estimate the average number of customers who enter the store every 5 minutes. He randomly selects 5-minute intervals and counts the number of arrivals at the store. She obtains the figures 58, 32, 41, 47, 56, 80, 45, 29, 32, and 78. The analyst assumes the number of arrivals is normally distributed. Using these data, the analyst computes a 95% confidence interval to estimate the mean value for all 5-minute intervals. What interval values would Engr. Mutia get to estimate the average number of customers per 5 minutes?

A beam of length 6m and of uniform rectangular section is simply supported at its ends. It carries a uniformly distributed load of 4kN/mm run over its entire length. Calculate the width and depth of the beam if the permissible stress is 6 N/mm² and maximum deflection is not to exceed 10 mm. Take E for this beam to be 1.05 x 10 ⁴ N/mm²

Liquid benzene is pumped from storage and vapourised using a heat exchanger (W301) which utilizes low pressure steam as a source of energy, producing a fresh feed of dry organic vapour which is subsequently mixed with excess air which is drawn from outside, compressed and subsequently heated to the same temperature as the benzene gas stream. The gas stream temperature is increased by passing the vapour through a heat exchange system within a methane-fired furnace (D301) with combustion products venting to atmosphere through the chimney. The hot gases move to an isothermal reactor (C301) where 100% of the Benzene is converted per pass. The reactor temperature is held constant using cooling water. The gaseous reactor products are immediately cooled to 110°C by exchanger (W303) and proceed to an absorption column(also at 110°C) where gas and the absorbing liquid are contacted in a counter-flow arrangement. Maleic anhydride is extracted into a descending stream of liquid dibutyl phthalate. All other gases entering, including those formed by complete combustion of benzene within the reactor can be considered to be insoluble and are purged from the absorber. The product-containing solution passes to a column (K302) operating with a steam - fed external reboiler and total condenser. The single - component bottom product is recycled back to the absorber. The top product, which is pure and contains no contaminants, is sent to storage. Use Microsoft Visio and draw this

Documentation & Requirements: 1. 5 pts. Write the file name, your name, email address and purpose of the program at the top of your source code in a
comment.
Example:
///////////////////////////////////////////////////////////////////////////////////////////////////
// Programmer: Thomas Gutierrez
// Email: [email protected]
// Purpose:
// Provides:
//////////////////////////////////////////////////////////////////////////////////////////////////
2. 5 pts. Add comments as appropriate throughout the program.
Program: 85pts.
This program will continue to build upon the Stocks Business Application program and transform it into a “Stocks” class. The
Assignment 5 solutions are recommended to be used as a starting point for this program. If the Assignment 5 solutions are not
used, refer to the Assignment 4 and 5 prompts for details.
The program must have the following requirements:
1. Create a Java Class named “Stock”.

2. The class should have at a minimum three private class variables:
o A variable for the stock name
o An array for the stock’s opening prices
o An array for the stock’s closing prices

3. This class should have two constructors:
o A “no argument” constructor.
o The parameterized constructor should take a parameter for the stock’s “name”.

4. Create the following set methods:
o setStockName: This method will initialize the stock’s name using the provided parameter               MGMT330 – Assigment 6, 2

o setOpenPrices: This method will initialize the stock’s opening prices along with its size based on the provided
parameters – open prices and number of prices.
o setClosePrices: This method will initialize the stock’s closing prices along with its size based on the provided
parameters – close prices and number of prices.

5. Create the following get methods:
o getStockName: This method returns the stock’s name
o getOpenPrices: This method returns the stock’s opening prices
o getClosePrices: This method returns the stock’s closing prices
o getDayPrice: This method returns the price for a specific day for either the opening or closing price of the
stock. Parameters include the day and which price to return, e.g. “O” or “C”

6. Create a method named “percentChange” that computes the percentage change between an opening day price and a
closing day price. This method should have two parameters: 1) the opening day to use; 2) the closing day to use.

7. Create a method named “averageStockPrice” that computes the average of a stocks open or close prices. This method
should take a parameter that determines whether to compute the average for a stock opening or closing prices: “O”
or “C”.

8. Create a method named “displayPrices” that will neatly display a stock’s opening and closing prices for a certain
number of given days. The method should have a parameter for the number of days to display.

9. In the program’s “main” method:
o Create two “Stock” objects named: GME and GOOG
o Initialize each of the stocks opening and closing prices as follows:
 GME:
Opening 96.57 94.05 90.14 116 141
Closing 96.13 89.15 115.17 128.46 137.21

 GOOG:
Opening 2388.59 2455 2287.46 2342.3 2351.56
Closing 2465 2390.12 2300.41 2388.23 2299.33

o Compute the change in price for GME for opening price day 2 and closing price day 4 and print it out neatly
to the user.

o Display all opening and closing prices for GOOG, and display the average of both types of prices.
Extra Credit:
5pts. Build another stock object with 10 open and close prices. Display all information about the stock: percent change
between the first price and final closing price, display all prices, average stock price for both types of prices. The object and its
information should be created and displayed at the end of the main program.               MGMT330 – Assigment 6, 3

Hints:
 All of Chapter 9 is useful for this program but the following sections cover the assignment: 9.2, 9.3, 9.4, 9.7, 9.9, 9.13
 Remember to indent your code properly.
 Scope will remain to be very important for variables when creating classes.

 Use previous assignment solutions for reference.

How much energy is required to heat 26.2 g acetone (molar mass = 58.08 g/mol) from a solid at -154.0C to a liquid at -42.0C? The following physical data may be useful.