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35307 : Remedial Mathematics : BP 106 RMT
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Pages: 1
Time : One and Half Hours Max. Marks : 35
Notes:
- Answer all questions from given questions.
- Use of slide rule logarithmic tables, Steam tables, Moller's Chart, Drawing instrument, Thermodynamic table for moist air, Psychrometric Charts and Refrigeration charts is permitted use of simple calculator is permitted.
- Use of pen Blue/Black ink/refill only for writing the answer book.
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Solve any one. 10
- Find value of p & q if the equation px2 —8xy +3y2 +14x+2y+q=0 represents pair of perpendicular lines.
- Solve the equations using Cramer rule
X+2y+3z=9, 2x+3y+z=4 4x+5y+4z=15.
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Solve any five. 25
- Evaluate lim x?4 (vx2+9 - 5) / (x - 4)
- Evaluate ? x log(x+1)dx.
- Find the Laplace transform of t3 - 4cosh2t+5t4-7 sinh3t
- Solve the differential equation.
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dy/dx = (sinx+xcosx) / y(1+2logy) - Find joint equation of pair of lines given by eqn 2x+3y+5=0 and x-y+3=0.
- Find dy/dx if y=log [log(logx)].
- Evaluate ?01 1/(1+tan2 x) dx
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This download link is referred from the post: SGBAU BCA Last 10 Years 2010-2020 Question Papers || Sant Gadge Baba Amravati university
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