Exam Details
| Subject | elective – i : mechanical system design | |
| Paper | ||
| Exam / Course | f.y. m.tech. (civil -structural engg.) | |
| Department | ||
| Organization | solapur university | |
| Position | ||
| Exam Date | October, 2018 | |
| City, State | maharashtra, solapur | 
Question Paper
					F.Y. M.Tech. Mechanical (Design Engineering) (New CBCS) 
(Semester Examination, 2018
Elective I mechanical system design
Day and Date Wednesday, 12-12-2018 Total Marks 70
Time 10.00 a.m. to 1.00 p.m.
Instructions Attempt any three questions from Section I and
Section II.
Figures to the right indicate full marks.
Draw neat sketches wherever necessary.
section i
1. E xplain applications and implications of Systems. 6
Explain identification of engineering functions of systems. 6
2. E xplain state theory approach and Component integration approach. 6
E xplain mathematical modelling concepts. 5
3. Explain linear graph analysis network flow problem. 6
Explain advantages and limitations of case study. 5
4. Explain what is meant by Concurrent Engineering. 6
Explain with example problem scope and constraints. 6
section iI
5. E xplain methods of optimization. 6
Explain what is meant by feasibility assessment. 6
6. Determine the maximum and minimum values of the function
F 12x5 45x4 40x3 5. 5
What is decision trees Explain Steps in Decision tree analysis. 6
Set P
7. Explain different types of simulation models. 6
Given the probability that A can solve problem is 2/3 and the probability
that B can solve problem is find the probability that at least one of
A and B will be able to solve the problem. ii) None of the two will be able
to solve the problem. 5
8. Determine the rate of periodic payment the amount of annuity so that in
20 years one can get Rs. 1,00,000 payments to be made quarterly the
interest rate is compounded. 6
What is the fundamental probability State and prove Baye's theorem. 6
				
			(Semester Examination, 2018
Elective I mechanical system design
Day and Date Wednesday, 12-12-2018 Total Marks 70
Time 10.00 a.m. to 1.00 p.m.
Instructions Attempt any three questions from Section I and
Section II.
Figures to the right indicate full marks.
Draw neat sketches wherever necessary.
section i
1. E xplain applications and implications of Systems. 6
Explain identification of engineering functions of systems. 6
2. E xplain state theory approach and Component integration approach. 6
E xplain mathematical modelling concepts. 5
3. Explain linear graph analysis network flow problem. 6
Explain advantages and limitations of case study. 5
4. Explain what is meant by Concurrent Engineering. 6
Explain with example problem scope and constraints. 6
section iI
5. E xplain methods of optimization. 6
Explain what is meant by feasibility assessment. 6
6. Determine the maximum and minimum values of the function
F 12x5 45x4 40x3 5. 5
What is decision trees Explain Steps in Decision tree analysis. 6
Set P
7. Explain different types of simulation models. 6
Given the probability that A can solve problem is 2/3 and the probability
that B can solve problem is find the probability that at least one of
A and B will be able to solve the problem. ii) None of the two will be able
to solve the problem. 5
8. Determine the rate of periodic payment the amount of annuity so that in
20 years one can get Rs. 1,00,000 payments to be made quarterly the
interest rate is compounded. 6
What is the fundamental probability State and prove Baye's theorem. 6
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 - antena design and applications
 - applied algorithms
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 - computer aided design (elective – i)
 - data mining
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 - elective – 1 : advanced embedded system
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 - elective – i : computer vision
 - elective – i : image and video procesing
 - elective – i : mechanical system design
 - elective – i : natural language procesing
 - elective – i : neural networks and fuzzy control systems
 - elective – i : soft computing
 - elective – i : wireles sensor networks
 - industrial instrumentation
 - machine learning
 - object oriented software enginering (elective – i)
 - reliability enginering (elective – i)
 - research methodology and ipr
 - soft computing methods
 - structural dynamics
 - theory of computation (new)
 - voice and data networks