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Download OU B.Pharma 1st Year 2016 4035 Mathematics Question Paper

Download OU (Osmania University) B.Pharma 1st Year (Bachelor of Pharmacy) 2016 4035 Mathematics Previous Question Paper

This post was last modified on 03 May 2020

OU B.Pharm Question Papers Last 10 Years 2010-2020 || Osmania University


Code No. 4035

FACULTY

B. Pharmacy I Year (Suppl.) Examination, November 2016

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Subject: Mathematics

Time: 3 Hrs

Max. Marks: 70

Note: Answer all questions. All questions carry equal marks.

    1. Find x from the equation a2x = b3x+1.
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    3. If sin ? = 3/5 and ? is acute, Find the value of 2 Tan ? + 3 sec ? + 4 sec ?. cosec ? = 163/12

      OR

    4. Find the value of log8 128.
    5. If cot ? = 5/2 and ? is acute show that (5 cos ? + sin ?) / (5 cos ? - 2 sin ?) = 29/21
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    1. Use first principles to find the sin x derivative.
    2. Find the maxima and minima of the function f(x)=3x3 - 9x2 - 27x + 30

      OR

    3. If u = Tan-1((x3 + y3) / (x + y)), show that x (?u/?x) + y (?u/?y) = sin 2u
    4. If z = 3x2 - 2xy + 7y2. Find ?z/?x and ?z/?y.
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    1. Find ? 1/(1+cot x) dx
    2. Evaluate ? cos3x sin x dx

      OR

    3. Evaluate ? (sin 2x) / (1 + sin4 x) dx
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    5. Find the area between the cubic y = x3 and parabola of y = 4x2
    1. Find the values of the determinant
      | 1     1     1 |
      | a     b     c |

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      | b+c   c+a   a+b |
    2. Solve the system of equations x + y + z = 1, 2x + 2y + 3z = 6, x+4y+9z = 3, by matrix "Inversion” method.

      OR

    3. Find the value of x if
      | 1     2     x+3 |

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      | 1     x2     3 | = 0
      | x+1     2     3 |
    4. If A = | cos a   sin a |
      | sin a   cos a | show that A. AT = AT.A=I.
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    1. Write about Linear and Non Linear graphs.

      OR

    2. Find the equation of circle passing through the points (1, 1), (2, 1), (3, 2).

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