Idaho Society of Professional Engineers

           PO Box 170239, Boise, ID 83717-0239  208-426-0636  Fax: 208-426-0639  E-Mail: ispe@idahospe.org

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Idaho Society of Professional Engineers
Friday Update - 01/30/04

**The next Friday Update will be 02/13/04. See you at the 2004 ISPE Annual Meeting - February 5-7, 2004!**

UPCOMING EVENTS:

●  ISPE Southwest Chapter 2004 Engineers Week Luncheon, February 5, 2004, 11:30 am, Boise Spectrum Hilton Garden Inn, Boise, Speaker - Idaho Transportation Department Director, David Ekern, PE.. Registration information can be found on the ISPE web site at http://home.rmci.net/ispe/eweek_lunch.htm, or contact the ISPE office at 208-426-0636.

●  ISPE 2004 Annual Convention, February 5 - 7, 2004 at the Hilton Garden Inn, Boise. Detailed information about the meeting can be found on the ISPE web site at http://home.rmci.net/ispe/2004_annual_meeting.htm, or contact the ISPE office at 208-426-0636.

●  ISPE Northern Chapter MATHCOUNTS Competition - Lewiston - February 7, 2004

●  ISPE Northern Chapter MATHCOUNTS Competition - Coeur d'Alene - February 10, 2004

●  ISPE Southeast Chapter MATHCOUNTS Competition - Pocatello - February 21, 2004

●  ISPE Southwest Chapter MATHCOUNTS Competition - Boise - February 21, 2004

●  ISPE Magic Valley Chapter MATHCOUNTS Competition - February 24, 2004

●  ISPE State MATHCOUNTS Competition - Boise - March 6, 2004

●  Continuing Education Seminar, Design of Waste Containment and Closure Systems, BSU, March 24, 2004, For additional information: Call Joseph Sener, College of Engineering, Civil Engineering Department, at 208-426-4814

●  IBPEPLS Board Meeting, April 30 and May 1, 2004

●  NSPE 2004 Convention and Expo, July 8 - 10, 2004, Honolulu, Hawaii

From your Legislative Committee-Chair Jeff Block of the Northern Chapter, there are numerous Bills before this year’s State Legislature that are indirectly related to the practice of engineering but only House Bill No. 485-Engineers/Land Surveyors, Education
http://www3.state.id.us/oasis/H0485.html is sponsored by the Engineers and Surveyors.

The purpose of this legislation described as "The purpose of this legislation is to clarify that engineering experience must be gained after graduation in order to be considered; to require that a person seeking assignment to the examination for certification as a land surveyor-in-training or licensing as a professional land surveyor must have a minimum of fifteen (15) semester credit hours of surveying courses; to allow up to two (2) years of experience for graduate education; to clarify that the Board may charge applicants for the cost of having the examinations administered by an outside party; to clarify that the Executive Director is an affected party in disciplinary matters; and to add a section clarifying that only the Board can issue licenses for the practice of engineering or land surveying and prohibiting local jurisdictions from requiring licenses or fees to engage in the professions of engineering or land surveying."

The Idaho Board of Professional Engineers and Professional Land Surveyors (IBPEPLS) is having a hearing on Monday, February 9, regarding the issue of whether or not the design of fire alarm systems and fire sprinkler systems is the practice of engineering. It will be at the Red Lion in Pocatello beginning at 9:00 a.m. Following the hearing the Board will convene a regular meeting which is currently scheduled to continue until February 11. Location of the regular meeting is also the Red Lion in Pocatello.

Continuing Education Seminar
Title: Design of Waste Containment and Closure Systems.

Date: March 24, 2004, Wednesday. This is an all day seminar.

CEU's issued by BSU: 0.8 Continuing Education Unit. (We may be able to increase it to 0.9; however, this is yet to be decided).

Location: Boise State University Campus, Student Union Building, Bishop Barnwell and Farnsworth

Rooms. Parking arrangements will be made in the Student Union Building Reserved Parking Area.

Time: 8:00 AM- 5:30 PM.

Cost: $275. per person with a 10% discount for each enrolment fee when two or more attendees from the same organization register at the same time. The fee includes parking, seminar materials, breaks, and luncheon.

For Early Registration: Call Gary Myers, Extended Studies, at 208-426-3296, or gmyers@boisestate.edu.

For Additional Information: Call Joseph Sener, College of Engineering, Civil Engineering Department, at 208-426-4814.

EWeek 'Connects' Future Engineers With Enthusiasm, New Insight
To get National Engineers Week's newest program on the road, the organization will launch its "Connecting the World" Internet forums during EWeek on Monday, February 23, and continue throughout the year. The goal of EWeek's newest program is to maintain engineering students' interest in the profession. It's the first engineering initiative for global linkage across countries, businesses and academia, and engineering disciplines. As part of the program, prominent corporate leaders will also host teleconference discussions that week on the latest issues and developments with engineering societies and their student sections, along with university and corporate partners. National Engineers Week 2004 will be celebrated February 22-28. This year's program chairs are IEEE/IEEE-USA and Fluor Corporation. To learn more, see http://www.eweek.org.

The Mentoring Task Force Mentor of the Year Award will be given to an NSPE member who best exemplifies the ideal image of a mentor. The award may be given to an individual who has established a record of consistent outreach toward individuals in the engineering field, including engineering professionals and students, over a number of years. This award can also be received by an individual who has contributed to support or development of mentoring programs within their company or in the engineering community. The ideal candidate should have a record of achievement in offering guidance to and fostering development among engineering professionals. The nomination form is available at http://www.nspe.org/awards/aw1-mentoraward.asp.


MATHCOUNTS PROBLEM OF THE WEEK

Can you solve this MATHCOUNTS problem? The answer will appear in next week's edition of the Friday Update!

Keep Your Identity
The Federal Trade Commission released a report last week about consumer complaints filed in the last year. It was reported that Internet-related fraud accounted for 55 percent of the total fraud complaints filed in 2003, and 48% of Internet-related fraud is from Internet auctions. What percent of the total fraud complaints filed in 2003 were auction-related Internet fraud complaints? Express your answer to the nearest tenth.
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Another reported statistic is that Internet fraud cost American consumers almost $200 million in 2003. The average loss per victim is estimated to be $195. According to these numbers, how many Internet fraud victims were there in 2003? Express your answer to the nearest thousand.
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Unfortunately, the Internet is now a tool for many crooks. However, the crooks are not only stealing money from people, they are also stealing people’s identities. The research group Gartner Inc. reports that as many as 7 million U.S. adults may have had their identities stolen in the last year. The FTC believes that as many as 27.3 million people have had their identities stolen over the last five years. If 7 million people had their identities stolen in the fifth year of a five-year span, the total number of stolen identities in that five-year span is 27.3 million, and the number of stolen identities for each of the five years in succession form an arithmetic sequence, how many million identities were stolen during the first year of the five-year span? Express your answer to the nearest hundredth.
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Assume that instead of an arithmetic sequence, there was a 14% increase each year from the previous year. If the number of stolen identities in the fifth year is still 7 million, what would have been the total number of identity thefts, in millions, in the first year of the five-year span? Express your answer to the nearest hundredth.

Answer to last week's problem:
There are 5280 feet in one mile, which is 528 times the length of its 10-foot journey Therefore, 528 × 2 = 1056 minutes, which is equivalent to 17.6 hours.
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Since a full turn is 360 degrees, we can determine the percent of a full turn by performing 115 ÷ 360 = 31.9 percent of a turn.
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The area of a circle is pi × r2 = (pi)(47.52) = 7088 square miles, to the nearest whole number.
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There are 365 days in a year, and over 10 years, that would be 3650 days. But we need to increase this by 2 for the two extra days due to leap years. Now we can set up the proportion (3900)/(12) = (x)/(3652). After we cross multiply, we have the equation (3900)(3652) = (12)(x). Dividing both sides by 12 yields 1186900, which is 1.1869 × 106.

If you want to see last week's problem again, click on http://www.mathcounts.org/Queries/POW_Archive.taf?_function=detail&Q_A_uid1=478&_UserReference=4AA8AA79E5A298D44017E0E8

Idaho Society of Professional Engineers
PO Box 170239
Boise, ID 83717-0239
208-426-0636
Fax: 208-426-0639
E-Mail: ispe@rmci.net
Web Site: www.Idahospe.org
 

 

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