. Read the article on Lean Production at Jaguar (when it used to be part of Ford) which is provided at the link: http://businesscasestudies.co.uk/jaguar/lean-production/introduction.html#axzz2SrprdGnx Once you read this case study answer the following questions: (a) A generic pharmaceutical company wanted to implement Lean Manufacturing in their manufacturing process. They hired a project manager X from the automotive industry who had extensive experience implementing lean. Extract some lessons learned and best practices from the Jaguar case study that pharmaceutical company could implement at their plant once the new project manager in charge of lean came onboard. Explain each point in detail. Also, state any additional steps that project manager X could take to implement lean at pharmaceutical company. [10 points].

. Read the article on Lean Production at Jaguar (when it used to be part of Ford) which is provided at the link: http://businesscasestudies.co.uk/jaguar/lean-production/introduction.html#axzz2SrprdGnx Once you read this case study answer the following questions: (a) A generic pharmaceutical company wanted to implement Lean Manufacturing in their manufacturing process. They hired a project manager X from the automotive industry who had extensive experience implementing lean. Extract some lessons learned and best practices from the Jaguar case study that pharmaceutical company could implement at their plant once the new project manager in charge of lean came onboard. Explain each point in detail. Also, state any additional steps that project manager X could take to implement lean at pharmaceutical company. [10 points].

1) Transforming patterns of working relationships across all verticals The … Read More...
AERN 45350 Avionics Name: _______________________________ 1 | P a g e Homework Set One (40 Points) Due: 25 September 2015 General Instructions: Answer the following questions, submitting your answers on Blackboard. SHOW YOUR WORK on any math problems. Consider the following voltage signal: V t 12sin377t 1. What is the peak voltage of the signal [Volts]? 2. What is the angular frequency [rad/sec]? 3. What is the frequency of the signal [Hz]? 4. What is the period of the signal [sec/cycle]? In a heterodyne receiver, the intermediate frequency of the receiver is 21.4 MHz. 5. What is the local oscillator frequency (f1) if the tuned frequency (f2) is 120.9 MHz? 6. If the local oscillator frequency (f1) is 145.7 MHz, what is the tuned frequency (f2)? The gain of a power amplifier is 5. 7. If 30W are coming in, what is the power going out? 8. What is the gain in decibels (dB)? The attenuation of a voltage attenuator is 10. 9. If 120V are coming in, what is the voltage going out? 10. What is the loss in decibels (dB)? 11. What is the component of the ILS that provides the extended centerline of the runway? 12. What is the component of the ILS that provides vertical guidance to the runway? 13. If the aircraft is on the correct trajectory, the airplane will arrive at the outer marker on the ILS corresponding to intercepting what? 14. If the aircraft is on the correct trajectory, the airplane will arrive at the middle marker on the ILS corresponding to reaching what? 15. All marker beacons transmit at what frequency? 16. Why doesn’t this cause problems (all marker beacons transmitting on the same frequency)? 17. What are the four components to an ILS? 18. What is the most common ILS category? 19. Which ILS category requires aircraft with the “auto-land” feature? 20. An attenuator leads to a power ratio of 0.5. What is that in decibels (dB)?

AERN 45350 Avionics Name: _______________________________ 1 | P a g e Homework Set One (40 Points) Due: 25 September 2015 General Instructions: Answer the following questions, submitting your answers on Blackboard. SHOW YOUR WORK on any math problems. Consider the following voltage signal: V t 12sin377t 1. What is the peak voltage of the signal [Volts]? 2. What is the angular frequency [rad/sec]? 3. What is the frequency of the signal [Hz]? 4. What is the period of the signal [sec/cycle]? In a heterodyne receiver, the intermediate frequency of the receiver is 21.4 MHz. 5. What is the local oscillator frequency (f1) if the tuned frequency (f2) is 120.9 MHz? 6. If the local oscillator frequency (f1) is 145.7 MHz, what is the tuned frequency (f2)? The gain of a power amplifier is 5. 7. If 30W are coming in, what is the power going out? 8. What is the gain in decibels (dB)? The attenuation of a voltage attenuator is 10. 9. If 120V are coming in, what is the voltage going out? 10. What is the loss in decibels (dB)? 11. What is the component of the ILS that provides the extended centerline of the runway? 12. What is the component of the ILS that provides vertical guidance to the runway? 13. If the aircraft is on the correct trajectory, the airplane will arrive at the outer marker on the ILS corresponding to intercepting what? 14. If the aircraft is on the correct trajectory, the airplane will arrive at the middle marker on the ILS corresponding to reaching what? 15. All marker beacons transmit at what frequency? 16. Why doesn’t this cause problems (all marker beacons transmitting on the same frequency)? 17. What are the four components to an ILS? 18. What is the most common ILS category? 19. Which ILS category requires aircraft with the “auto-land” feature? 20. An attenuator leads to a power ratio of 0.5. What is that in decibels (dB)?

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Public Communication Campaign Proposal Your public communication campaign proposal should be a minimum of 20 pages campaign proposal or project for a local or international organization. The proposal should address the following campaign design areas: 1. An introduction to your choice of organization 2. Background research about the topic or issue you are proposing the campaign for 3. Theoretical grounding for your campaign a. What theoretical foundation supports your campaign and what is the theory about? Define the theory b. Provide examples from the literature on how your choice of particular theory has been used. 4. Define the target audience and provide justification for your choice of audience 5. I d e n t i f y y o u r c hoice of medium/mediums and provide justification for your choice of medium/mediums and an explanation of how the medium/mediums will be used in the campaign 6. Choice of evaluation and explanation of how the campaign will be evaluated Students will propose campaign projects from the perspective of a consultant. Imagine yourself as consultant and in competition with other consultants to develop a public communication campaign for your topic/issue of choice. Students will be evaluated on the quality and cohesiveness of their public communication campaign proposals with focus on the different components required above.

Public Communication Campaign Proposal Your public communication campaign proposal should be a minimum of 20 pages campaign proposal or project for a local or international organization. The proposal should address the following campaign design areas: 1. An introduction to your choice of organization 2. Background research about the topic or issue you are proposing the campaign for 3. Theoretical grounding for your campaign a. What theoretical foundation supports your campaign and what is the theory about? Define the theory b. Provide examples from the literature on how your choice of particular theory has been used. 4. Define the target audience and provide justification for your choice of audience 5. I d e n t i f y y o u r c hoice of medium/mediums and provide justification for your choice of medium/mediums and an explanation of how the medium/mediums will be used in the campaign 6. Choice of evaluation and explanation of how the campaign will be evaluated Students will propose campaign projects from the perspective of a consultant. Imagine yourself as consultant and in competition with other consultants to develop a public communication campaign for your topic/issue of choice. Students will be evaluated on the quality and cohesiveness of their public communication campaign proposals with focus on the different components required above.

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Geometric versus Componentwise Vector Addition Learning Goal: To understand that adding vectors geometrically or using components yields the same result. Vectors may be manipulated using either geometry or components. In this tutorial, we consider the addition of two vectors using these methods. Vectors A and B have lengths A and B, respectively, and B makes an angle θ from the direction of A. Vector addition using geometry Vector addition using geometry is accomplished by placing the tail of one vector, in this case B, at the tip of the other vector, A (Figure 1) and using the laws of plane geometry to find C=A2+B2−2ABcos(c)−−−−−−−−−−−−−−−−−√ and b=sin−1(Bsin(c)C), where the length C and angle b are those of the resultant (or sum) vector, C=A+B. Vector addition using components Vector addition using components requires that a coordinate system be chosen. Here, the x axis is chosen along the direction of A (Figure 2) . Given the coordinate system, the x and y components of B are Bcos(θ) and Bsin(θ), respectively. Therefore, the x and y components of C are given by the equations Cx=A+Bcos(θ) and Cy=Bsin(θ). Part A Which of the following sets of conditions, if true, would show that Equations 1 and 2 above define the same vector C as Equations 3 and 4? The two pairs of equations give the same Check all that apply. length and direction for C. length and x component for C. direction and x component for C. length and y component for C. direction and y component for C. x and y components for C.

Geometric versus Componentwise Vector Addition Learning Goal: To understand that adding vectors geometrically or using components yields the same result. Vectors may be manipulated using either geometry or components. In this tutorial, we consider the addition of two vectors using these methods. Vectors A and B have lengths A and B, respectively, and B makes an angle θ from the direction of A. Vector addition using geometry Vector addition using geometry is accomplished by placing the tail of one vector, in this case B, at the tip of the other vector, A (Figure 1) and using the laws of plane geometry to find C=A2+B2−2ABcos(c)−−−−−−−−−−−−−−−−−√ and b=sin−1(Bsin(c)C), where the length C and angle b are those of the resultant (or sum) vector, C=A+B. Vector addition using components Vector addition using components requires that a coordinate system be chosen. Here, the x axis is chosen along the direction of A (Figure 2) . Given the coordinate system, the x and y components of B are Bcos(θ) and Bsin(θ), respectively. Therefore, the x and y components of C are given by the equations Cx=A+Bcos(θ) and Cy=Bsin(θ). Part A Which of the following sets of conditions, if true, would show that Equations 1 and 2 above define the same vector C as Equations 3 and 4? The two pairs of equations give the same Check all that apply. length and direction for C. length and x component for C. direction and x component for C. length and y component for C. direction and y component for C. x and y components for C.

Identify 3 frameworks used in information security

Identify 3 frameworks used in information security

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Determine which of the following components are required for a molecule to be classified as organic. Select one: Presence of carbon, hydrogen, four electrons in the outer orbital, and the attachment of a functional group. Presence of sodium, chlorine, four electrons in the outer orbital, and the attachment of a functional group. Presence of carbon, hydrogen, three electrons in the outer orbital, attachment of a functional group. Presence of oxygen, hydrogen, four electrons in the outer orbital, attachment of a functional group. Presence of carbon, hydrogen, four protons in the outer orbital, attachment of a functional group.

Determine which of the following components are required for a molecule to be classified as organic. Select one: Presence of carbon, hydrogen, four electrons in the outer orbital, and the attachment of a functional group. Presence of sodium, chlorine, four electrons in the outer orbital, and the attachment of a functional group. Presence of carbon, hydrogen, three electrons in the outer orbital, attachment of a functional group. Presence of oxygen, hydrogen, four electrons in the outer orbital, attachment of a functional group. Presence of carbon, hydrogen, four protons in the outer orbital, attachment of a functional group.

Determine which of the following components are required for a … Read More...
Chapter 3 Practice Problems (Practice – no credit) Due: 11:59pm on Wednesday, February 12, 2014 You will receive no credit for items you complete after the assignment is due. Grading Policy Tactics Box 3.1 Determining the Components of a Vector Learning Goal: To practice Tactics Box 3.1 Determining the Components of a Vector. When a vector is decomposed into component vectors and parallel to the coordinate axes, we can describe each component vector with a single number (a scalar) called the component. This tactics box describes how to determine the x component and y component of vector , denoted and . TACTICS BOX 3.1 Determining the components of a vector The absolute value of the x component is the magnitude of the 1. component vector . 2. The sign of is positive if points in the positive x direction; it is negative if points in the negative x direction. 3. The y component is determined similarly. Part A What is the magnitude of the component vector shown in the figure? Express your answer in meters to one significant figure. A A x A y A Ax Ay |Ax| Ax A x Ax A x A x Ay A x

Chapter 3 Practice Problems (Practice – no credit) Due: 11:59pm on Wednesday, February 12, 2014 You will receive no credit for items you complete after the assignment is due. Grading Policy Tactics Box 3.1 Determining the Components of a Vector Learning Goal: To practice Tactics Box 3.1 Determining the Components of a Vector. When a vector is decomposed into component vectors and parallel to the coordinate axes, we can describe each component vector with a single number (a scalar) called the component. This tactics box describes how to determine the x component and y component of vector , denoted and . TACTICS BOX 3.1 Determining the components of a vector The absolute value of the x component is the magnitude of the 1. component vector . 2. The sign of is positive if points in the positive x direction; it is negative if points in the negative x direction. 3. The y component is determined similarly. Part A What is the magnitude of the component vector shown in the figure? Express your answer in meters to one significant figure. A A x A y A Ax Ay |Ax| Ax A x Ax A x A x Ay A x

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