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JEE Questions for Maths Three Dimensional Geometry Quiz 15 - MCQExams.com
JEE
Maths
Three Dimensional Geometry
Quiz 15
A plane passes through a fixed point (p, q, r) and cut the axis in A, B, C. Then the locus of the centre of the sphere OABC is
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2)
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None of these
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2 : 3 externally
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2 : 3 internally
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1: 2 externally
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None of these
Given two fixed points A(3, 4,and B(–1, 3, –and a variable points P(x, y, z) so that (PA)
2
+ (PB)
2
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Circle
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Sphere
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Paraboloid
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None of these
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–2
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2
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–1
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1
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2
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√2
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3
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1
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2
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√7
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3
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√5
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2)
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(4, 3, 5)
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(4, 9, –3)
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(4, 9, 3)
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(4, 3, –3)
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(4, 9, 5)
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2)
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Find out the equation of a sphere that passes through the points (0, 0, 0), (a, 0, 0), (0, b,and (0, 0, c)
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2)
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(1, –2, 4)
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(2, 5, 8)
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(–1, 3, –8)
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(1, –3, 8)
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2)
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1
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If centroid P of the tetrahedron OABC, where A, B, C are given by (a, 2, 3), (1, b,and (2, 1, c) respectively be (1, 2, –1), then distance of P(a, b, c) from origin is equal to
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2)
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None of these
If P ≡ (0, 1, 0), Q ≡ (0, 0, 1), then projection of PQ on the plane x + y + z = 3 is
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√3
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3
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√2
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2
If a line makes an angle of 704 with the positive directions of each of x-axis and y-axis, then the angle that the line makes with the positive direction of the z-axis is
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π /6
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π /3
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π /4
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π /2
The angle between two diagonals of a cube will be
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None of these
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2)
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Variable
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None of these
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0°
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30°
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60°
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90°
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2)
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0
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–1
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–1/2
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–2
The co-ordinates of the foot of perpendicular drawn point P(1, 0,to the join points A(4, 7,and
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(5, 7, 1)
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2)
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0%
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2/9
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9/2
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0
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None of these
A square ABCD of diagonal 2a is folded along the diagonal AC so that the planes DAC and BAC are at right angle. The shortest distance between DC and AB is
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2)
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(2a, a, 3a), (2a, a, a)
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(3a, 2a, 3a), (a, a, a)
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(3a, 2a, 3a), (a, a, 2a)
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(3a, 3a, 3a), (a, a, a)
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2)
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None of these
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A line
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A plane
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A sphere
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None of these
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2)
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None of these
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2)
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3
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4
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P is a fixed point (a, a, a) on a line through the origin equally inclined to the axis, then any plane through P perpendicular to OP, makes intercepts on the axis, the sum of whose reciprocals is equal to
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a
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2)
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None of these
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2)
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