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Download PTU B-Tech EEE 2020 Dec 1st Sem 70970 Engineering Math Iii Question Paper

Download PTU (I.K.Gujral Punjab Technical University (IKGPTU)) B-Tech (Bachelor of Technology) (EEE)- Electrical And Electronics Engineering 2020 December 1st Sem 70970 Engineering Math Iii Previous Question Paper

This post was last modified on 13 February 2021

PTU B.Tech Question Papers 2020 December (All Branches)


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Roll No. | | L LI LTI Total No. of Pages : 02
Total No. of Questions : 08

B.Tech. (EE) PT (Sem.-1)

ENGINEERING MATH-III

Subject Code : BTAM-301

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M.Code : 70970

Time : 2 Hrs. Max. Marks : 30

INSTRUCTIONS TO CANDIDATES :

  1. Attempt any FIVE question(s), each question carries 6 marks.
  1. Use the concept of residues to evaluate ?02p dx/(5-3cos?).
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  3. Find a Fourier series to represent, x = x2/4 from x = -p to x = p. Hence, show that
  4. Find L-1 [log(1 + 1/s)] where L-1 denotes inverse Laplace transform.
  5. If f(z) = u + iv is an analytic function of z=x + jy and u –v= (cosx+sinx-e-y)/(2cosx-e-y-ey), find the analytic function f(z), given f(p/2) =0.
  6. Solve the equation ?2u/?x2+?u/?y=3u given u=3e-2x –e-5x, when y=0.
  7. Using the recurrence relation (n + 1)Pn+1(x) = (2n + 1) xPn(x) – nPn-1(x). Hence, evaluate P5(1.5) and P6(2.1).
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  9. A tightly stretched string has its ends fixed at x = 0 and x = /. At time t = 0 the string is given a shape defined by f(x) = µx (l – x), where µ is constant and then released. Find the displacement of any point x of the string at any time t > 0.
  10. Find the power series solution about the origin of the equation : (1–x2)y''–4xy’+2y=0.

Note: Any student found attempting answer sheet from any other person(s), using incriminating material or involved in any wrong activity reported by evaluator shall be treated under UMC provisions.

Student found sharing the question paper(s)/answer sheet on digital media or with any other person or any organization/institution shall also be treated under UMC.

Any student found making any change/addition/modification in contents of scanned copy of answer sheet and original answer sheet, shall be covered under UMC provisions.

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