Reference no: EM131014297
James F. Becker, founder and CEO of Becker & Associate Architects, is a busy architect. As he expands his business, he is looking for ecologically conscious designers who can develop sustainable architecture that minimizes the negative environmental impact of buildings.
His company has an open position for an environmental architect/ designer. Three candidates were scheduled to be interviewed on March 14. However, Mr. Becker now finds he must be in Dallas dur- ing that week to consult with the builders of a 112-unit planned golf course community. He asks you, his office manager, to call the candi- dates, reschedule for March 28 or March 29, and prepare a memo with the new times as well as a brief summary of the candidates' backgrounds.
Fortunately, you were able to reschedule all three candidates. Scott Hogarth will come on March 29 at 11 a.m. Mr. Hogarth specializes in passive solar energy and has two years of experience with SolarPlus, Inc. He has a bachelor's degree from the University of Southern California. Amanda Froescher has a master's degree from Boise State University and worked for five years as an architect planner for Boise Builders, with expertise in sustainable building materials. She will come on March 28 at 2 p.m. Without a degree but with ten years of building experience, Raul Ramirez is scheduled for March 28 at 10 a.m. He is the owner of Green Building Consulting and has experience with energy efficiency, sustainable materials, domes, and earth-friendly design. You are wondering whether Mr. Becker forgot to include Stanley Grafsky, his partner, who usually helps make personnel selections.
Your Task.
Prepare a memo (or e-mail if your instructor directs) to Mr. Becker with all the information he needs in the most readable format. Consider using a three-column table format for the candidate information.
How would you persuade your un colleagues
: Explain and justify your top three (3) initiatives. What would they be, and why? How would you persuade your UN colleagues (and the world at large) to support these initiatives.
|
Start a school of nursing and the student nurses
: A tertiary hospital is going to start a school of nursing and the student nurses will go for practical work to that hospital. The changes that are needed in hospital management for nurses include, allocation of new duties to different staff member..
|
Develop a relapse prevention plan
: Develop a relapse prevention plan based upon the "Jed Assessment Case Study" provided. The plan should be in a format that might be given to the client to use as a guide. The plan must address the following: Client name and age and Client's family ..
|
Determine the velocity acceleration and speed
: Given the position vector r(t) = (2t2)i + (1 - 4t2)j. Determine the velocity acceleration and speed at time 1 = 2. Find the distance and displacement over 0 ≤ t ≤ 1.
|
Three-column table format for the candidate information
: Prepare a memo (or e-mail if your instructor directs) to Mr. Becker with all the information he needs in the most readable format. Consider using a three-column table format for the candidate information.
|
Discussion of the use of contracts versus employment
: What policies and procedures you would utilize in discharging employees - Research and discuss how Strong Company can protect its business from potential claims.
|
Electronic retailer inaccessible for an entire day
: A distributed denial-of-service attack makes the Web site for a top electronic retailer inaccessible for an entire day. As a result of the attack, nearly a million customers were inconvenienced, and the retailer lost millions of dollars of sales t..
|
Overview or history of the brand
: Provide an overview or history of the brand (product). Describe and explain how technology or social media is utilized for marketing purposes. Demonstrate an understanding of target markets and demographics.
|
Determine the unit tangent and principal unit normal vectors
: Determine the unit Tangent and principal unit Normal vectors at t = 1. Sketch the curve and the unit Tangent and Normal vectors at t = 1. Determine the curvature and radius of curvature at t = 1.
|