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#1
 Super Moderator Join Date: Dec 2011 Can any of you here please share the previous year Mathematics question paper of GBTU (Gautam Buddh Technical University) SEE Entrance Exam???

Here I am sharing the previous year Mathematics question paper of GBTU SEE Entrance Exam

The two vertices of triangle are (2, - 1), (3, 2) and the third vertex lies on x + y = 5. The area of the triangle is 4 units then the third vertex is :
(1) (0,5) or (1,4) (2) (5, 0) or (4, 1) (3) (5, 0) or (1, 4) (4) (0, 5) or (4, 1)

If 10 points lie on a plane out of which 5 are on a st-line, then total number of triangles formed by them are :
(1) 120 (2) 110 (3) 150 (4) 100

Out of 14 players there are 5 bowlers. Then the total number of ways of selecting a team of 11 players of which at least 4 are bowlers are :
(1) 275 (2) 264 (3) 263 (4) 265

Rest of the Questions are attached in below file which is free of cost

Address:
Gautam Buddh Technical University
Tagore Marg, Babuganj, Hasanganj, Lucknow,
Uttar Pradesh, 226007‎
0522 274 0236

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Attached Files Available for Download GBTU-SEE-Entrance-Exam-Mathematics-question-paper.pdf (135.9 KB, 71 views)

Last edited by Aakashd; June 29th, 2019 at 11:16 AM.

#2
 Super Moderator Join Date: Apr 2013 Re: GBTU SEE Entrance Exam Mathematics Exam Old Question Papers

Hello friend as you want the GBTU SEE Entrance Exam Mathematics Exam Old Question Papers so friend here I am providing you the same….

1. The equation of the normal to the circle x2 + y2 = a2 at point (x′ y′) will be :
(1) x′y - xy′ = 0 (2) xx′ - yy′ = 0
(3) x′y + xy′ = 0 (4) xx′ + yy′ = 0
2. Equation of the bisector of the acute angle between lines 3x + 4y + 5 = 0 and
12x – 5y – 7 = 0 is :
(1) 21x + 77y + 100 = 0
(2) 99x – 27y + 30 = 0
(3) 99x + 27y + 30 = 0
(4) 21x – 77y – 100 = 0
3. Equation to the line passing through the point (-4,5) and perpendicular to 3x
= 4y = 7 :
(1) 3x-4y+32=0 (2) 4x+3y+1= 0
(3) 3x+4y-8=0 (4) 4x-3y+31=0
4. If θθ θ is the angle between two straight lines represented by ax2 + 2hxy + by2 =
0 then :
(1) tan θ = 2√h2 + ab
a + b
(2) cos θ = 2√h2 – ab
a + b
(3) tan θ = √h2 – ab
a + b
(4) tan θ = 2√h2 – ab
a + b
5.The real part of cos h ( αα α + iββ β) :
(1) sin α sin hβ (2) cos α cos hβ
(3) 2 cos nθ (4) cos hα cos β
6. If z = cos θθ θ i sin θθ θ, then the value of zn + 1 will be :
zn
(1) sin 2nθ (2) 2 sin nθ (3) 2 cos nθ (4) cos 2nθ
7. If αα α and ββ β are the roots of the equation x2 – 2x + 4 = 0 then the value of αα αn + ββ βn
will be :
(1) i2n+1 sin (nπ/3) (2) 2n+1 cos (nπ/3)
(3) i2n-1 sin (nπ/3) (4) 2n-1 cos (nπ/3)
8. [sin (αα α + θθ θ) – e ai sin θθ θ] n is equal to :
(1) cosn α einθ (2) sinn α einθ
(3) cosn α e-inθ (4) sinn α e-inθ

GBTU SEE Entrance Exam Mathematics Exam Old Question Papers

Rest of the questions here is the attachments please click on it…….
Attached Files Available for Download GBTU SEE Entrance Exam Mathematics Exam Old Question Papers1.pdf (368.6 KB, 49 views) GBTU SEE Entrance Exam Mathematics Exam Old Question Papers2.pdf (372.5 KB, 51 views)
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