## Engineering Mathematics I | Question Paper | 2017 | Spring Semester | BE | Pokhara University

*engineering mathematics question paper 2017 spring semester be pokhara university*

**by drg vlogs**-

**Level: Bachelor**

**Program: BE**

**Course: Engineering Mathematics I**

**Semester: Spring**

Full Marks: 100

Pass Marks: 45

Time: 3 hrs

|DOWNLOAD PDF| Bachelor Level |BE - Engineering Mathematics I| Question Paper |2017| Spring Semester |Pokhara University (PU)

*Candidates are required to give their answers in their own words as far as practicable.*

*The figures in the margin indicate full marks.*

**Attempt ALL the questions.**

**1.**

a) Examine continuity and differentiability at x=2 of the function

f(x) = -2+3x-x² when 0≤x ≤2= 2-x when 2<x <4

Or,

State Leibniz theorem. If y=a cos(logx) + b sin(logx), show that x²y

_{n+2 }+(2n+1) xy

_{n+1 }(n²+1) y

_{n}=0. [8]

**2.**

a) State

*L'*Hospital theorem and evaluate the limit: [7]**See More:-**

View the question paper of BE Engineering Mathematics I | Spring Semester | 2017 | Bachelor Level | Pokhara University (PU)

Question Paper Of Engineering Mathematics I 2017 Spring BE Pokhara University | BE Exam Papers 2017 |

Question Paper Of Engineering Mathematics I 2017 Spring BE Pokhara University | BE Exam Papers 2017 |

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