EXAM 1
Exam time/date/location:
Exam coverage:
Equation sheet
Exam 1 Solution: EXAM 1 SOLUTION - Spring 2024
Sample exams:
Sample Exam questions - Fall 2014
Sample Exam questions - Fall 2015
Sample Exam questions - Fall 2016
Sample Exam questions - Fall 2017
Sample Exam questions - Spring 2014
Sample Exam questions - Spring 2015
Sample Exam questions - Spring 2016
Sample Exam questions - Spring 2017
Exam stats:
EXAM 2
Exam time/date/location:
Exam coverage:
Equation sheet
Exam2 Solution: ME 270 Exam 2 - Sp24 (Complete Soln)[81]
Sample exams:
ME 270 Exam 2 - F14 (V1) (Original + Final Answers)
ME 270 Exam 2 - Sp 14 (Original & Final Answers)
ME 270 Exam 2 - F15 (Original + Final Answers)
ME 270 Exam 2 - Sp 15 (Original + Final Answers)
ME 270 Exam 2 - F16 (Original+Final Answers)
ME 270 Exam 2 - Sp 16 (Original + Final Answers)
ME 270 Exam 2 - F17 (Original+Final Answers)
ME 270 Exam 2 - Sp 17 (Original + Final Answers)
ME 270 Exam 2 - Sp 18 (Original+Final Answers)
Exam stats:
Will the final exam emphasize new content? Or evenly distributed? I apologize if it's already been discussed during class.
Looking at the past papers, it seems pretty evenly distributed between the content.
At least for Spring 2018 final, it pretty much focused on the content learned after the second midterm (both problem3&4 are about stress.
It's going to be pretty evenly distributed (cumulative), but expect one question relating to every type of stress/strain.
Seems like Q1-2 were midterm 1-2 questions and Q3-4 were post midterm 2 .
For the Spring 2018 Final exam, Problem 1C, I am struggling to get the value of P_max (452160N) provided by the answer key. From my understanding, the shear area will be (0.04m * pi * 0.075m), and hence the calculated P_max is 452389N. Does anyone know what the expected shear area is?
I believe this answer is just a rounding error. I used the same shear area and got the same maximum P (452389 N), but if you use 3.14 instead of pi for the calculation, you get 452160 N.