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Mathematics Questions and Answers March 26, 2018

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For 0 s 1 < s 2 , we recall that the pair ( W s 1 , W s 2 ) is a centered Gaussian vector with variance matrix ( s 1 s 1 s 1 s 2 ) , and we verify therefore that W s 1 W s 2 is also Gaussian with characteristics E [ W s 1 W s 2 ] = s 2 s 1 W s 2 and V a r [ W s 1 W s 2 ] = s 1 ( 1 s 2 s 1 ) . Denote s = 2 s 1 + s 2 , we have that W s ( W s 1 = x 1

B.determine the scale factor if the volume of the original calendar is 6860mm^2 and the volume of the scale model is 28000mm^3C.the dimensions of a computer are 24 cm (vertical) by 42 cm (horizontal).How many calendar faces with a vertical height of 35mm and a horizontal width of 28mm would fit the screen without getting cut off if the original
B.determine the scale factor if the volume of the

3 /4 100% + 4. The cost, C, in thousands of dollars of running a car wash can be modelled by the function C(n) = 3 45-7' where n is the number of vehicles that use the car wash. (10 marks) a. Determine the average change in cost for 10
3 /4 100% + 4. The cost, C, in thousands of

module is graphs and functions topic is graphing a square root function problem type 1 Graph the function. f (x) = Vx-3 Plot four points on the graph of the function: the leftmost point and three additional points. Then click on the graph-a-function button. -12- . . . .. .. X ..12- -2 . ... H- ..... 6...4... 10 . ..12. -42- .14- ...... .E....
module is graphs and functions topic is graphing

Answer and solve the following questions. A. B. 16. What is asked in the problem? A. The length of time it takes Lianne to wash her clothes B. The work done by Lianne. C. The time Lianne washed her clothes D. The time Lianne stopped washing. 17. What operation to be used to solve the problem? A. Addition B. Subtraction C. Multiplication D.
Answer and solve the following questions. A. B.Answer and solve the following questions. A. B.Answer and solve the following questions. A. B.

(36xz^7-20x^5z^7)?/(4x^4z^5) Simplify your answer as much as Divide. EXPONENTS AND POLYNOMIALS Dividing a polynomial by a monomial: Multiva V (36x=7-20x=7) (4x) Simplify your answer as much as possible. Z X G
(36xz^7-20x^5z^7)?/(4x^4z^5) Simplify your answer

Question 28 {1 point] Determine the range of the following graph. Express it in proper set notation. I D I|lI$ 2 4 6 8 10 12 14
Question 28 {1 point] Determine the range of the

Can you kindly help me find the circle theorem for a, b and c showing all working. \f
Can you kindly help me find the circle theorem

Find an equation for the graph shown below. (Hint: use the form y = a(x - h) +k) y Question Help: Message instructor
Find an equation for the graph shown below.

30. Dual mass-spring system Derive the equations mic 1 - (k1 + k2) 21 + mad 2 = k2x1 - (k2 + k3) 22 for the displacements (from equilibrium) of the two masses shown in Fig. 4.1.11. Figure 4.1.11 The system of Problem 30. 171 WWWWWWWWW 1712 WWwwwwww
30. Dual mass-spring system Derive the equations

Lili gets paid $15 per hour for the first 40 hours they work each week and $25 per hour for every hour after that. If they earned $725 once week, how many hours did they work?

Problem 4: Find the extremum of the following function. (10 points) f (xX) = (x-2)+(x2-3)-3x,12 Follow these steps: 1. Calculate VS(X), and solve for x" by setting Vf (x*) = 0 2. Calculate H(x" ) 3. Is H(x") positive definite, positive semidefinite, negative definite, negative semidefinite or indefinite? 4. Is x' a minimum or maximum? 5. Use
Problem 4: Find the extremum of the following

please don't use radians because its a grade 12 concept. 1. The function g(x) = - =sin[2(x + 60)] -3 is a transformation of f (x) = sinx. State, in an appropriate order and terminology, the sequence of the transformations applied to f (x)
please don't use radians because its a grade 12

Sketch a graph of a fifth degree polynomial() such that() <0 when <4, 4 < <2, and 2 < <5. Explain how you came up with the solution.

1. Calculating compound interest . Arthur works for an employer who, although eager to overload employees with work, is rather less enthusiastic about paying them adequately. For instance, last year Arthur did extra work for his employer, for which the employer promised to pay him a bonus of $2000 . It is now almost March in the following year and

D Question 21 1 pts How many ways can a president, vice-president, secretary, and a treasurer be chosen from a club with 9 members? Edit View Insert Format Tools - Table 12pt v Paragraph v B I U A & V T V ... li Proctorio is sharing your screen. Stop sharing Hide 0 words ,/ FB K G H B N M Alt Cini
D Question 21 1 pts How many ways can a

Using the denominator layout notation conventions, please. OX Problem 7. (2 points) Chain Rule. Assume that Y is an n vector but assume that Y depends on X and X depends on some Z E R9. Show that aY OX ay az oz ox Does the order matter? Hint: This means that X : R9 - RP and Y : RP - R". Problem 8. (2 points) Let z : RP - R be a function that
Using the denominator layout notation

Find the ratio and express the answer to its lowest terms. The ratio of 525 m to 0.75 km =

At an archeological site, the remains of two ancient step pyramids are congruent. If ABCD _ EFGH, find BC. (Diagrams are not to scale.) 1309 42 ft 42 ft BC =f At an archeological site, the remains of two ancient step pyramids are congruent. If ABCD = EFGH, find mZEHG. (Diagrams are not to scale.) 1240 44 n mZEHG= Do not include the degree symbol
At an archeological site, the remains of two

Current Attempt in Progress X Your answer is incorrect. Multiply by 2, raise to the fifth power, and then add 18. (a) Write a function of x that performs the operations described above. y = 2 x+ 18 X (b) Find the inverse of the function from part (a). y - 18 X 2
Current Attempt in Progress X Your answer is

Write a quadratic equation in standard form that has two solutions, - 10 and 2. = 0 (The leading coefficient must be 1.)
Write a quadratic equation in standard form that

I need help please Prove the Converse of the Pythagorean Theorem In this activity, you will prove and apply the converse of the Pythagorean theorem. Recall that the converse states that if the square of the length of the longest side of a triangle is equal to the sum of the squares of the other two sides, then the triangle is a right triangle.
I need help please Prove the Converse of the

Mrs. Hanger is painting the following picture of an H to hang in the entryway of her home.She has made the following scale drawing as her model.The scale used on a drawing is 1:6. The "H" is going to be painted brick red in the center of a rectangular beige background.This means the distance from the "H" to the top of the picture will be the same

CUES lO ' _ summer 2 ii Label a ray with endpoint H. Determine an appropriate name for a ray whose endpoint is H. Choose the correct ray whose endpoint is H. be: Choose an appropriate name for a ray whose endpoint is H. CA. 3171' H O 3- 011 M O C- HG irce h Rex
CUES lO ' _ summer 2 ii Label a ray with

(4b) DIFFERENTIAL EQUATION PLEASE SOLVE AND SHOW THE SOLUTION (need ASAP) Thank you! Check if the equation is an exact differential equation and find the general solution. (x2 + y2 + 1) dx + x(x-2y) dy = 0
(4b) DIFFERENTIAL EQUATION PLEASE SOLVE AND SHOW

UESTION 2 Crank CB oscillates about C through a limited arc, causing crank (14 to oscillate about 0. When the linkage passes the position shown with C3 horizontal and 0A vertical, the angular velocity of CE is 2 radfs counterclockwise. For this instant, determine the angular velocities of 0A and AB. (Note that the vector method must be used.) (20
UESTION 2 Crank CB oscillates about C through a

uestion 6 (1 point) A downtown building is 106 meters tall. How high is the building in feet, correct to one decimal place? Given that 1 foot = 0.3048 m and 1 m = 3.281 ft Your Answer:
uestion 6 (1 point) A downtown building is 106

Starting with the graph of f(x) = V, determine the correct transformations to yield the graph of h(x ) = Va + 2 - 4. Shift left 2 units, Shift down 4 units O Shift right 4 units, Shift down 2 units O Shift left 4 units, Shift up 2 units Shift right 2 units, Shift down 4 units
Starting with the graph of f(x) = V, determine

Workbook 7A Lesson 7.1: Solving Systems 2 5. As part of a fountain display, two jets of water travel from the surface of an upper pool and meet at the surface of a lower pool, as shown in the diagram. The paths of the two jets are modelled by y =- x - 4x and y =- 3x2 - 15x, where x and y are measured in feet. What is the vertical height
Workbook 7A Lesson 7.1: Solving Systems 2 5. As

What is the right answer for these two? Question 3 (1 point) Which of the following trigonometric ratios are defined for oblique triangles? Sine Cosine Tangent Onone of the above Question 4 (1 point) The Son of Beast roller coaster at Kings Island in Cincinnati, Ohio is the tallest wooden roller coaster in the world. The highest point of the
What is the right answer for these two? Question

Use the vertical line test to determine if y is Ay a function of x in the graph. X Choose the correct answer below. O y is a function of x y is not a function of x
Use the vertical line test to determine if y is

I would like assistance with these questions please. arningontario.ca MHFAU - Trigonometric Functions Name 3. Express sin(+ ) + =) in terms of cosine and sines of x, Y, Z, Show all of your work [4 marks] 4. State the amplitude, period, phase shifts, axis of symmetry, and equations, in terms of sine and cosine, for the graph below. [6 marks]
I would like assistance with these questions

Find the degree of each vertex of the following graph. A B D G F E Degree of A ( Choose ] Choose Degree of B DUNANO Degree of C Degree of D [ Choose | Degree of E [ Choose] Degree of F [ Choose ] Degree of G [ Choose )
Find the degree of each vertex of the following

PROBLEM 4: Call Center Routing Suppose that a small bank is beginning to employ data analytics in its call center operations in order to route customer service calls more efficiently. Specically, if the customer is calling to request fee forgiveness for a late fee, the bank would like to route the call directly to one of their specialists who has
PROBLEM 4: Call Center Routing Suppose that a

Based on customer data from 10 stores, Mits Chocolate found that the minimum number of chocolates sold in a purchase was the same as the mode: 1. The median was a which occurred at 3 of the stores. The upper quarule value. 7, occurred at 2 stores. The mean number of chocolates sold was 4 2 A. What is the range of chocolates pold? First. use the
Based on customer data from 10 stores, Mits

\f- 42 days 2/1 QUESTION 12 . 1 POINT Find the graph of the function f(x) = 410g4 (x) Select the correct answer below: 8 6 4 O 2 -1 1 3 4 5 6 O 00 O 2 -1 4 5 6 -2\f~ 42 days 2/15 FEEDBACK Content attribution QUESTION 14 . 1 POINT Find the real zeros of the following polynomial. f(z) =x'+x -3012 Select all correct answers. Select all that apply: 0
\f- 42 days 2/1 QUESTION 12 . 1 POINT Find the\f- 42 days 2/1 QUESTION 12 . 1 POINT Find the\f- 42 days 2/1 QUESTION 12 . 1 POINT Find the

Sound travels about 750 miles per hour. If you stand in a canyon and sound a horn, you will hear an echo. Suppose it takes about 2 seconds to hear the echo. How far away is the canyon wall, in feet? ___________feet Now let's generalize that result. Suppose it takes n seconds to hear the echo. How far away is the canyon wall, in terms of n ?

AGHI is congruent to AJKL. Find the length of each side or the measure of each angle. G 780 310 H 38 in 37 in 20 in 710 K (a) GH in (b ) GI in (C ) KL (d) (e) 2K (f )
AGHI is congruent to AJKL. Find the length of

Example7 A spot light is on the ground 20 ft away from a wall and a 6 ft tall person is walking towardsthe wallat a rate of 2.5 f/sec. Howfasttheneightof the shadow.hangingwhenthe personis 8 feetfromthe wall? Is the shadowincreasingruecreasingn heigntat thistime? Solution Let's start off with a sketch of this situation and the sketch here will ve
Example7 A spot light is on the ground 20 ft away

A sphere with a radius of 3 cm is placed in a cylindrical container with a base radius of 4 cm. Water is poured into the container so that the plane of the surface of the water is tangential to the sphere (the sphere does not float). Determine the height of the water layer after the sphere has been removed from the container. Draw a picture and

Which of the following statements is always true? I.All square is a rectangle. II.All rhombus is a rectangle III.All rectangle is a square. IV.Any two opposite sides of a parallelogram are parallel. A.II and III B.II and IV C.I and III D.I and IV

4. 3) A survey on social media found 16 people who principally use 1 platform (Facebook, Twitter, Instagram], 10 people who use 2 platforms, 10 people who use 3 platforms, and 14 who use none. Construct a Frequency Table for our survey: Number of 1 2 3 none platforms: Frequency: 16 10 10 14 Relative 16/50 10/50 10/50 14/50 Frequency: Cumulative
4. 3) A survey on social media found 16 people

8. Anyone know this? Write the equation of the graph shown below in factored form. 0 Of ( x ) = (x - 3)2 (x + 2)(x - 1) Of ( x ) = ( x + 3/2 (x - 2) (x + 1) Of( x) = (x + 3)2(x + 2)(x + 1) Of( x) = (x - 3)2(x - 2)(x - 1)
8. Anyone know this? Write the equation of the

A sinusoidal graph is shown on the graph below. The maximum and minimum values of the graph are integers. The equation of this graph can be written in the form y = m.sin[%(m 2)] + p a] Determine the values of m, n, and p in the above equation. b) If the parameter min the above equation was tripled. explain how the range of the function would be
A sinusoidal graph is shown on the graph below.

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\f

Darryl purchased a new laptop on January 1, 2019, worth $2,000. He paid the entire amount using cash. He also
Darryl purchased a new laptop on January 1, 2019,

When only two treatments are involved, ANOVA and the Studentsttest (Chapter 11)resultin the same conclusions. Also,. As an example, 14 randomly selected Introduction to Historystudentswere divided into two groups, one consisting of 6 students and the other of 8. One group took the course in the normal lecture format. The other group of 8 students

Part A: Does the spending graph look relatively bell-shaped? Example of bell-shaped graph: Normal distribution with mean mu The website graph on school spending is almost perfectly bell-shaped. The website graph on school spending is not at all bell-shaped. The website graph on school spending is relatively bell-shaped, with a little bit of a skew

Task 2: Developing a Real-World Sinusoidal Equation a. Describe a situation in the real-world that can be modelled by a sinusoidal function. b. Create a reasonable table of values for at least two cycles and then graph. Make sure you dene your variables. c. Find the equation for your graph and explain what each parameter; a p c and d of y asin o:
Task 2: Developing a Real-World Sinusoidal

Three tangent lines AB, BC and CD of a traverse have azimuths of 228 15', 253 30' and 315 18' respectively The stationing of B | (10+585) and that of C is (10+885). A proposed highway curve is to connect these three tangents. Compute the radius of the simple curve that connects these tangents. Compute the stationing at PC. Compute the stationing
Three tangent lines AB, BC and CD of a traverse

For the next question it is as follows give the location of the x and yr intercepts if they exist and discuss the behavior of the function and if the bounce or cross at each xintercept. After figuring out the y and x intercepts, I have found that the cross each other. 22:- 1'52 44' 11) = x2+2x3
For the next question it is as follows give the

I found some questions in which i have doubts. Please answer in detail along with diagram or graph where needed. And first question that i pointed with black circle, please give detailed explanation along with diagram or graph and include examples so that it will be easy for me to learn. And in 4th question, please provide solution with graph if
I found some questions in which i have doubts.

Subject: differential equation INSTRUCTION: Show your compleTe solutions, simplify, and highlighT your final answers. l) Find The general soluTion of The differenTiaI equaTion 2d_3'_ 2 U+t)M1+y 2) (3 stl Solve for The general soluTion of The equaTion d_3'__ 2_2 m'l t+y W 3) The number of insecTs in a colony is known To muITipIy aT a raTe
Subject: differential equation INSTRUCTION: Show

Assignment 7: Problem 6 Previous Problem Problem List Next Problem (1 point) Find an equation of the plane through the point (0. -4, -4) and parallel to the plane 2: + Cy + 5a 2 l . Do this problem in the standard way or WebWork may not recognize a correct answer. x+ 31+ 7
Assignment 7: Problem 6 Previous Problem Problem

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3. Consider the following set of vectors in R5. 0 S = V1= , V2 = V3 = , V4= HOOOH , V5 = HHOOP OHOO (a) Does it hold that Span(S) = 5? (b) List all subsets U C S of minimal size with the property Span(S) - Span(U). (c) For any such subset U, are the vectors contained in U linearly independent
3. Consider the following set of vectors in R5. 0

Question 17 1.5 pts Convert 15000010 to X16. O 249FO O 249E0 O 240EO O 248FO O 240FO O 248EO
Question 17 1.5 pts Convert 15000010 to X16. O

1-5, please 1. Which of the following functions results if f(x)=log1 x is vertically stretched by a factor of 4. horizontally stretched by a factor of 3, reflected in the y-axis, horizontally translated 5 units to the right and vertically translated 2 units up? a. Ax)= - 410810 3 ( X -5) + 2 c. Ax)=410g10[-3(x - 5)]+2 b. Ax)-410810 -3 (X -5) +2
1-5, please 1. Which of the following functions

Quiz 1 A Google Classroom Write an addition equation or a subtraction equation (your choice!) to describe the diagram. -4 0 8 12 Report a
Quiz 1 A Google Classroom Write an addition

The area of a rectangular rug is (9x- + 18x + 8 m?. If the width of the rug is (3x + 2 m Find the leneth or the rug

A $7000 payment due 1 1/2 years ago has not been paid. If money can earn 4.25% compounded annually, what amount paid 2 1/2 years from now would be the economic equivalent of the missed payment? (Round your answer to 2 decimal places.) Equivalent payment$

Simplify the inequality. Graph it, write it in interval notation, and then inequality notation. - 8 11 -10 -9 -8 -7 -6 -5 -4 -3 -2 -1 0 1 2 3 4 5 6 7 8 9 10 11
Simplify the inequality. Graph it, write it in

Purpose of the assessment. Hypothesis. Briefly state the data collection method. Results. Did your results support your hypothesis? Why or why not
Purpose of the assessment. Hypothesis. Briefly

Question 6 [5 points] A car repair shop specialises in exhaust pipe replacement. Every year it costs $26,400 to rent the shop and maintain their equipment and $62,000 to pay their employees, For every exhaust pipe replaced the repair shop charges the customer the price of the parts required plus $224 as a service charge. How many exhaust pipe
Question 6 [5 points] A car repair shop

I need answers to these N 3 Question 3 (1 point) Evaluate the expression 4 U V1225min2 (- 5m2n 2) -2 for m = -5 and n =2. Approximate your answer to two decimals. Your Answer: Answer Question 4 (1 point) Using a calculator, evaluate the following to THREE decimal places: an , where a=44, m=-6 and n=3 Your answer MUST be in the form like 0.374 It
I need answers to these N 3 Question 3 (1 point)

Calculate the determinant of the matrix: 5 4 A = 1910 - 3 -1
Calculate the determinant of the matrix: 5 4 A =

10. The equation of OA is x2 + 12 = 36. Graph OA
10. The equation of OA is x2 + 12 = 36. Graph OA

Solve by integrable combination 1. y(3xy+1) dx-xdy=0

The plane in R3 Iivith Cartesian equation 521 + 51:2 +213 = 1, can he expressed in parametric veotorfonn x = 3+ 1'11"] + 1.21.72 I.vhere a, v1 and v2 are vectors im 1E3 and A1 and .12 are real parameters. You are given that 1 1?] = 1 II] Find suitable vectors a and v2 and enter them in the boxes below using Maple syntax. For example, 1 for the
The plane in R3 Iivith Cartesian equation 521 +

A population has a standard deviation of 14. It is sampled with samples of size 49. What is the standard deviation of the means of the samples

En un triangulo ABC se traza la altura BH Calcule la longitud del segmento que une el incentro del triangulo BHC con el punto "A". BH=3u, AH=2u y HC=4u
En un triangulo ABC se traza la altura BH Calcule

10.1 Curves Dened by Parametric Equations Review Example 1: Find the position of a particle traversing x : 3:2 on 2 E y S 2 for any time t. Hint: Find the parametric equations for x = 3,2 on 2 S y S 2. Example 2: Find the parametric equations for x2 + y2 = 4. Example 3: Rewrite {(x,y)eililz| 2 :1 x S 2, -\\l4 x2 E y 5 V4 3:2} as a set (3", EJERZ.
10.1 Curves Dened by Parametric Equations Review

for January of 2020 Paid interest payable plus $3,000 toward long term debt Paid salaries payable Purchased inventory (500 units at $46) on credit Paid shipping on inventory of $250 Purchased supplies on credit for $850 Received $2,500 from customers for products to deliver in March Sold 600 units on credit with a sales price of $105 (assume
for January of 2020 Paid interest payable plus

2. Given the graph of y = f(x), sketch the graph of y = -f(x + 1). [2 marks] 6
2. Given the graph of y = f(x), sketch the graph

Can you please give me the equation for the polynomial graph -1
Can you please give me the equation for the

Hello, I have a discrete math question. Prove that a subsequence of \f\f
Hello, I have a discrete math question. ProveHello, I have a discrete math question. Prove

10. Sketch the graph of y = -4cos =(x - =) |+ 3 using transformations over the domain 0
10. Sketch the graph of y = -4cos =(x - =) |+ 3

Jennifer invested a combined total of $875 into two interest-bearing accounts, one that pays 6% and another that pays 5.5% annually. Since Jennifer made a total of $50 in interest the first year, she invested_____into the account that pays 6% interest and______ into the account that pays 5.5% interest.

An IV of 500 mL of 0.9% NS is to infuse in 6 hr at a rate of 14gtt/min (14 macrogtt/min). Drop factor: 10 gtt/ mL. The IV was started at 7 AM. You check the IV at 8 AM, and 250 mL has infused. a) Recalculate the rate in gtt/min for the remaining solution._____________________________ b) Determine the percentage of

Assume that y1(t) = e -2t and y2(t) =3 t - 1 are both solutions to the differential equations (1) y"' + 2 . y n = 0 (2) 2 . y"' +8 . SQRT of yy n = 0 (Problem a). We claim that the sum e -2 . t + 3.t - 1 is, therefore, a solution to one of these equations by our general linear principles. Which equation must have this sum as a solution? (Problem

how is 4y^2+4yz+z^2, related to the a^2+2ab+b^2? How is that a perfect square? I am specifically confused about 4yz because that is not twice the product like 2ab. Nor is it a trinomial because ax^2 +bx+c, but in this case, c is squared.

Senior executives of an oil company are trying to decide whether to drill for oil in a particular field. It costs the company $300,000 to drill in the selected field. Company executives believe that if oil is found in this field its estimated value will be $1,800,000. At present, this oil company believes that there is a 48% chance that the

Let V be a finite-dimensional vector space, and let W 1 and W 2 be two subspaces of V Show that V is a direct sum of W 1 and W 2 if and only if V = W 1 + W 2 and dim (V) = dim (W 1 ) +dim (W 2 )

QUESTION 7 2 p Seven hundred and seventy-one distance learning students at Long Beach City College responded to surveys in the 2010-11 academic year. What percent of the students surveyed do not have a computer at home? About how many students in the survey live at least 16 miles from campus? Highlights of the summary report are listed below: Have
QUESTION 7 2 p Seven hundred and seventy-one

Metaphrase the following sentence (8 points): Di Perseo dicunt caput in sacco ponendum esse
Metaphrase the following sentence (8 points): Di

QUESTION 2. Solve the following nonhomogeneous systems, a) -6.7 - 2g + er 22.c + 97 4 3
QUESTION 2. Solve the following nonhomogeneous

The Burger Doodle restaurant franchises in Los Angeles are supplied from a central warehouse in San Fernando Valley. The location of the warehouse and its proximity, in minutes of travel time, to the franchises are shown in the following network. Trucks supply each franchise on a daily basis. Use the shortest path algorithm to determine the
The Burger Doodle restaurant franchises in Los

3. [0/1 Points] DETAILS PREVIOUS ANSWERS LARLINALG8 4.7.009. MY NOTES ASK YOUR TEACHER PRACTICE ANOTHER Given the coordinate matrix of x relative to a (nonstandard) basis B for R", find the coordinate matrix of x relative to the standard basis. B = {(0, 0, 0, 1), (0, 0, 1, 1), (0, 1, 1, 1), (1, 1, 1, 1)}, [X]B = WHN -3 -2 [X]s = 1 -3 IT X Need
3. [0/1 Points] DETAILS PREVIOUS ANSWERS

= $213,950,000.00 Cost of project: $3,100,000 N = - year . ulvage vert of new equipment = $400,000 Revenue Yea. 1 = $4 0JO OCO Yea* 2 = $4,005 0(0 Year 3 = $4,200 0JO Year ! = $4,204 050 Operating Expenses Year 1 = $2,800,060 Year 2 = $4,003 060 Year 3 = $2 700 0JO Year i = $4, /Su 0JO WACC = 14.88% Tax Ra e = 33% Year 1=0 . =1 T= 2 T=4
= $213,950,000.00 Cost of project: $3,100,000 N =

Game theory question. Show all of your work. 2. 300 voting individuals live in a town. The table below shows peoples' preferences over 4 candidates running for council president. (85 people rank Ace first, 15 rank her second, 100 rank her third, etc.) 1st 2nd 3rd Ace 85 15 100 Bower 65 85 50 Carlson 50 150 85 Dexter 100 50 65 a. Who would win this
Game theory question. Show all of your work. 2.

Analysis of Data and Discussion Questions * * ATTACH a copy of all analytical results (data and spectra) from the Cary 60 spectrophotometer to your report. Analysis of the Ibuprofen Samples: Your submitted report must include the following sections: 1. A table summarizing all raw data. 2. A plot of the absorption spectrum of your 1.0 mM ibuprofen
Analysis of Data and Discussion Questions * *

You may need to use the appropriate appendix table or technology to answer this question. Customers arrive at a movie theater at the advertised movie time only to find that they have to sit through several previews and prepreview ads before the movie starts. Many complain that the time devoted to previews is too long. A preliminary sample
You may need to use the appropriate appendix

st How many cubic furlongs are in a cubic mile? Round to the nearest whole number as needed. (1 mile = 8 furlongs)
st How many cubic furlongs are in a cubic mile?

6. Develop the plans with task priority and contingency arrangement for smooth installation of components
6. Develop the plans with task priority and

Your fixed expenses are $1,151.65/month. You saved 4 months' worth in an emergency fund, investing 25% in a savings account at a 3.3% APR and the rest in a 60-day CD at a 4.3% APR. How much total interest accrues over 60 days? $
Your fixed expenses are $1,151.65/month. You

I need the answer to the step Write each expression in simplest radical form. 1. V245 2. 67-72 3. -4/486 4. 144m 5. 600p ql6 6. 3/250a1562 Write each expression in exponential form. 7. 14xy4 8. 2c2d8 Simplify. Write each expression in simplest radical form. 9. 43 . 4 3 10 . ( 3 8 ) 11. WIN 12 . ( c 2 ) 3 . (6 3 ) 2 k 13. ( Vr . 4, 5 ) 14
I need the answer to the step Write each

Please answer and include matlab code (By Hand) Suppose that an ordinary differential equation is Solved numerically on an interval [1:1, b] and that the local truncation error is chp. Show that if all truncation errors have the same sign (the worst possible case), then the total truncation error is (b a)chp_1, where h = [b a]. (By Hand) Consider
Please answer and include matlab code (By Hand)

1. Una onda tipica de luz tiene una longitud de onda de 580 nm . & Cual es la frecuencia de la onda ? 2. Una onda de radio , una forma particular de 99.5 MHz . & Cual es la longitud de onda ? 3 . Determina el periodo y frecuencia de una onda electromagnetica si su longitud de onda es de 1x10 -5m . & Que tipo de onda electromagnetica es ? 4. Una
1. Una onda tipica de luz tiene una longitud de

Esteban has a big jar of change in his room. He has 600 coins total, and 240 of them are pennies. What percentage of the coins are pennies? % Report a
Esteban has a big jar of change in his room. He

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