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The first part of an engineering exploration exam conducted at virginia tech in fall 2009 (enge 1024). It includes multiple-choice questions covering various topics such as accreditation of colleges of engineering, definitions, engineering design process, significant figures, and geometry. The document also provides formulas and defined conversion factors.
Typology: Exams
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FORMULAS and DEFINED CONVERSION FACTORS
1 in = 2. 54000 cm
1 ft = 0. 304800 m
1 yard = 3 ft
1 mi = 5280 ft
1 min = 60 s
1 hr = 60 min
1 ft^3 = 7. 48 gal
1 gal = 3. 78 L
1 lbmol = 453. 6 mol
1 lb (^) f /in 2 = 6895 Pa
1 atm = 14. 7 lb (^) f /in^2
1 atm = 760 mm Hg
1 slug = 32. 174 lb (^) m
1 kg = 2. 20462 lb (^) m
1 N = 0. 22481 lb (^) f
Volume of a cone = (1/3)πR^2 H where R = radius of the base of the cone, H = height of the cone
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A straw tower design contest is held between team A and team B. The designs for both teams have been validated as acceptable designs. Team B has a design that is twice as high as team A but uses twice the number of paper clips and twice the number of straws compared to team A. Which of the following statements must be true?
5. 00 cm
End of Part I
Pages 13 and 14 (Parts II and III) are on the colored insert.
Part II. Workout problem (10 points) You do NOT have to apply the engineering format, but show all work clearly to receive appropriate partial credit.
Problem Statement: Sketch the two missing views of the following object in the spaces provided. Assume the hole is a through hole. The front view has been provided.
SOLUTION:
(turn page over for Part III)
Part III. Workout problem (15 points) You do NOT have to apply the engineering format, but show all work clearly (including appropriate diagrams) to receive appropriate partial credit.
Problem Statement: A conical hole is made in one face of a solid cube. The depth of the hole is equal to exactly half of the side length of the cube. The diameter of the base of the hole equals 75% of the side length of the cube. If the side length of the cube is 1. 10×10^2 mm, what percent of the original cube’s volume has been removed by forming the conical hole?
Solution:
(Turn page over for part II)