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Download SGBAU B-Pharma 2019 Summer 1st Year Mathematics n Statistics New Question Paper

Download SGBAU (Sant Gadge Baba Amravati university) B.Pharma 2019 Summer (Bachelor of Pharmacy) 1st Year Mathematics n Statistics New Previous Question Paper

This post was last modified on 10 February 2020

SGBAU B.Pharm Last 10 Years 2010-2020 Question Papers || Sant Gadge Baba Amravati university


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B.Pharm. - I (New)

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35007 : Mathematics & Statistics : I-T-7

AW -2262

Max. Marks : 80

Pages: 2

Time : Three Hours

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Notes:

  1. All questions carry equal marks.
  2. Answer any eight questions.
  3. Use of slide rule logarithmic tables, Steam tables, Mollier's Chart, Drawing instrument, Thermodynamic table for moist air, Psychrometric Charts and Refrigeration charts is permitted. Use of simple calculator is permitted.
  4. Use of pen Blue/Black ink/refill only for writing the answer book.
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  1. Solve the following any two.
    1. Evaluate lim (x2 + 5) / (x2 + 3) as x approaches 0.
    2. Evaluate lim (5x - 3x) / x as x approaches 0.
    3. Evaluate lim (1 - sin(x)) / (2 - csc(x)) as x approaches p/6.
  2. Solve the following.
    1. If f(x) = (1 - cos(Kx)) / x for x ? 0 and f(x) = 8 for x = 0. Is continuous at x = 0 then find K.
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    3. If f(x) = (3 / (x tan x)) for x ? 0 and f(x) = t for x = 0. Then discuss the continuity at x = 0.
  3. Solve the following
    1. Find derivative of cos x w. r. t. x by first principle of derivatives.
    2. If y = x4 + a4 + x2 + a2 find dy/dx.
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  5. Solve the following
    1. If y = (sinx)x find dy/dx.
    2. If x = a sin t, y = a cos t find d2y/dx2.
  6. Solve the following any two parts.
  7. Solve the following any two.
    1. Evaluate ? (sec2(log x)) / x dx
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    3. Evaluate ? x ex dx from 0 to 1.
  8. Prove that ? (1 / (1 + cotx)) dx from 0 to p/2 = p/4
  9. Solve the following.
    1. Find the order & degree of (d3y/dx3) = v(4 + (dy/dx)).
    2. Form a differential equation by eliminating the arbitrary constants A & B from y = Aemx + Be-mx.
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  10. Solve the following.
    1. Find L[et]
    2. Find L[t cos3t]
  11. Solve the following
    1. Find mean, mode & median from the following data.
      Class: 0-10 10-20 20-30 30-40 40-50
      Frequency: 8 12 20 8 2
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    3. Write short note on following.
      1. Histogram
      2. Pi diagram
  12. Find the coefficient of correlation between X & Y from the following data.
    X Y
    6 8
    10 11
    12 12
    13 14
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