marginaantonio04

How many gears are in a truck?

How to do Glesjer test for detection of Heteroscedasticity by using SPSS,Stata and Eviews?

In what part of the engine increase the speed of a truck?

Members of which colonial Mexican social group started the rebellion against Spain?

Which country was made independent by Emperor Pedro l?

What are psychodynamics in Psychology?

How do we earn here in oneclass, pre? Been answering the questions for the past 3 days.

Show that in the presence of perfect multicollinearity the regression coefficients remain indeterminate and their standard errors are infinite.

Can you provide a format or template for the chemical household cleaning company in areas listed below:

• Porter's Five Forces model of a chemical household cleaning company
• PESTLE analysis of a chemical household cleaning company
• Quantitative Strategic Planning Matrix (QSPM) of a chemical household cleaning company
• External Factor Evaluation Matrix (EFEM) and Internal Factor Evaluation Matrix (IFEM) for a chemical household cleaning company

Please provide references as well.

Within the global context critically assess the following major manufacturing decision categories and evaluate its impact on the manufacturing industry.

1. Facility (size, location and focus)
2. Capacity (amount, timing, type)
3. Vertical Integration and Partner management (direction, extent, interface, collaboration)
4. Production Technologies and Processese (equipment, automation,interconnectedness, scale, flexibility)
5. Workforce and Management (wage policies, security, skill levels)
6. Logistics and supply chain (logistics facilities and methods, inventory and policies, vendor coordination, production planning)
7. Organizational and incentives (structure, reporting levels, degree of centralization, role of staff, control and reward systems)
8. Business processes (interfaces and responsibilities, responsibilities, vendor development, monitoring and intervention

Find Laplace transform for each of the following functions, f(x) = 3e^(2x)+x^(2), f(x) = sin(3x+2)

Solve the differential equations by using Laplace transforms:(d^(2)t)/(dt^(2))+(dx) / (dt)-6x=1, at t=0, x=0, dx/dt=1

The functions f(x), g(x), and h(x) are shown below. Select the  option that represents the ordering of the functions according to their a change on the interval   goes from least to greatest.

Can someone please help me make a Business Product Concept, this is my first time and I am not very adept in making one.

1. Name of Product
2. Basic Product Description(type, origin and product name)
3. Target Market(specific consumer/marketer)
4. Assumed Product Price(estimation/consumer based pricing)
5. Target Location(nature of location/realistic/capacity & possibility of high price)
6. Promotions(atleast 4 promotional strategy)

Gap’O has projected sales of 325,000 hospital gowns in October. Each gown requires 2.5 yards of fabric. Th e beginning inventory of fabric and gowns, respectively, are 5,000 yards and 21,000 gowns. Gap’O wants to have 4,550 yards of fabric and 15,800 gowns on hand at the end of October. The fabric comes in 15-yard bolts. If Gap’O has no beginning or ending Work in Process Inventory, how many bolts of fabric must the company purchase in October?

My issue is:gun violence

Action 3: Boycott

What was this action? What did you do?

In this section, place any evidence you collected of your action.

Reflection on the Action

Reflect on this action in a paragraph of at least 5-7 sentences.

Based on the evidence and results of your action, what conclusions can you draw about your issue?

Give a brief account of adam smith,s labour theory of value. How does this differ from Ricardos labour theory of value.

A uniform bar of weight 30 N and length 4m passes over a prop and is supported in a horizontal position by a force of 10 N acting vertically upwards at the other end. Find the distance of the prop from the center of the bars.

s=-1/2 gt²+v₀ t+s₀, where s is the height of the objected at time t seconds, g is 32 feet per second² and v₀ and s₀ are the initial velocity and initial height, respectively. Two friends are in competition. Each stands on the roof of the apartment building where each one lives. At the same time, each friend stands at the edge of the roof and throws up a basketball as hard as possible. Joan's apartment building is 120 feet high, and she trows the basketball at a speed of 24 feet per second. Joe's apartment building is 105 feet high, and he trows the basketball at a speed of 30 feet per second. a)write the function that describes the height of Joan's basketball, in terms of time measured in seconds. What kind of function is the height function? How do you know? b)Display the graph of the function you found from a) above.

Fit a Parabola: points (1,-10), (2,-30), (-2,2). a)Find the equation of the unique parabola that passes through the three points given. You must show all the algebra necessary to find the equation. b)Use substitutions to verify that each point satisfy the equation you found.

The field unit weight of soil is 16 kN   per cubic meters. If the water content is 13% and specific gravity of soil is 2.5, determine the following:

a.) Dry Unit Weight
b.) Void Ratio
c.) Degree of Saturation

How did the labour theory of value permit David Ricardo to focus on forces affecting the accumulation of capital? Discuss

• H2 (g) + I2 (g) ⇌ 2 HI(g) Kc = 54.3 at 430 °C . What will be the concentrations of all species at equilibrium at this temperature if we start with the following initial concentrations: [H2 ] =0.00623 M, [I2 ] = 0.00414 M, and [HI] = 0.0424 M?

How many molecules are there in 9.3 mol of NaCl?

y varies directly as z. z varies directly as y. x=12, y=4, and z=32. find z if x=15.

What is 1+1?

For 2SO2 (g) + 02 (g) *equilibrium rxn* -> 2SO3 (g)
Kp = 3.0 * 10^4 at 700K

In a 2.00L vessel, the equilibrium mixture contains 1.17 g of SO3and 0.105 g of O2. How many grams of SO2 are in the vessel?

I keep coming up with 0.00556g...but 3 other people on cramster allhave different answers. What is the correct answer and how do youfind it?

This is the answer of your question (a) A function f(x) is continuous at a point x if the limit of f(x) as x approaches that point exists and is equal to the value of f(x) at that point. In this case, f(x) is continuous at all values of x because there are no breaks or jumps in the function.

A function f(x) is differentiable at a point x if the derivative of the function exists at that point. The derivative of a function at a point x is given by the limit:

f'(x) = lim h->0 [f(x+h) - f(x)] / h

In this case, f(x) is differentiable at all values of x because the derivative exists for all x.

(b) To find the maximum value of f(x) on the interval [0,10], we need to find the value of x that maximizes f(x). To do this, we can take the derivative of f(x) and set it equal to zero:

f'(x) = 0x (2 - e^(-2u^2)) du + 0 (2 - e^(-2u^2)) dx = 0

This equation simplifies to:

0x du + 0 dx = 0

This equation holds for all values of x, so the maximum value of f(x) on the interval [0,10] occurs at all values of x in that interval.

(c) To find the maximum value of f(x) on the interval [-10,0], we can follow a similar process as in (b). The maximum value of f(x) on the interval [-10,0] also occurs at all values of x in that interval.

I. (4 points) For each of the following passages, identify the barrier or impediment to critical thinking that is most likely being committed in it, and describe clearly in a sentence or two how the barrier or impediment is present in, or illustrated by the passage. (Some passages may contain no barrier.) 

(a) Several years ago, a Kentucky county clerk named Kim Davis, who was responsible for issuing marriage licenses, refused to sign marriage licenses for same-sex couples (despite the fact that a decision by the American Supreme Court gave them a legal right to marriage) on the grounds that such marriages were not consistent with her own Christian beliefs. 

Solving Problems Involving Quadratic Relations

Solve the following problems involving quadratic relations. You can choose to do so algebraically or graphically. If you choose to solve it graphically, you must attach a rough sketch of the graph from Desmos. If you choose to solve algebraically, SHOW ALL OF YOUR WORK.

1.Two quarterbacks have a contest to see who can throw a football further. The first quarterback’s throw can be modelled by the equation . The second quarterback’s throw can be modelled by the equation h=−0.021 d^2+0.8 d+7, where h represents the height of the football in feet and d represents the horizontal distance in yards
a) Who threw the football further?
b) Which throw reached a greater height?

Jensen Inc., a graphic arts studio, is considering the purchase of computer equipment and software for a total cost of $18,000. Jensen can pay for the equipment and software over three years at the rate of $6,000 per year. The equipment is expected to last 10 to 20 years, but because of changing technology, Jensen believes it may need to replace the system in as soon as three to five years. A three-year lease of similar equipment and software is available for $6,000 per year. Jensen’s accountant has asked you to recommend whether the company should purchase or lease the equipment and software and to suggest the length of time over which to depreciate the software and equipment if the company makes the purchase.

Required:

Ignoring the effect of taxes, would you recommend the purchase or the lease? Why or why not? Referring to the definition of depreciation, what appropriate useful life should be used for the equipment and software?

Make a list of the 10 most important places, events, and people that belong in your perfect world. Then write an essay on how and why you would include these in your perfect world. In your essay, include setting (places), plot (events), and characterization (people) of your choices.

What causes inflation?

Case Study

Emefa Jewellery dealers in gold ornaments have been in existence for the past 15 years. They have been making profits which has enabled them to stay afloat in this hard economy. Due to clear goals and positive instrumental values of the company, staff have a high identification with the company. In the ornaments making business, there are always new technologies being produced with the aim of making life easier, effective and ornaments unique to the purchaser. In the past quarter, there have been occurrences of thievery and management has accused staff of this wrongdoing. Management has decided to take a percentage off the salary of staff in order to accommodate for the losses incurred during the thievery. This led to a conflict between management and staff. The staff resorted to sit down strike to protest the decision by management. Staff have also complained about the inconsiderate nature in which management go about forming teams and groups to work on marketing and sales of the jewellery being made without a consideration of the right process.

a). What is organizational commitment? 

b). Explain 4 challenges that Emefa Jewellery will have to overcome as a company. 

c). Suggest two (2) ways in which management can resolve the conflict between it and employees with examples.

d). Discuss the appropriate stages of group formation that Emefa Jewellery will have to consider in the future.

Solving Problems Involving Quadratic Relations

Solve the following problems involving quadratic relations. You can choose to do so algebraically or graphically. If you choose to solve it graphically, you must attach a rough sketch of the graph from Desmos. If you choose to solve algebraically, SHOW ALL OF YOUR WORK.

The path of a tennis ball after it is hit can be modelled by the equation , where h is the height in meters and t is the time in seconds.
a) How long was the ball in the air?
b) How long did it take the ball to reach its maximum height?
c) What was the maximum height of the ball?