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Three Dimensions Mock Tests

59 questions available

Three Dimensions Mock Test 1

Questions: 30

Three Dimensions Mock Test 2

Questions: 29

नमूना प्रश्न

CUET Mathematics
The shortest distance between the lines (x − 1)/2 = (y − 2)/3 = (z − 3)/4 and (x − 2)/3 = (y − 3)/4 = (z − 5)/5 is:
A √470 / 10
B √470 / 5
C √470 / 2
D √470 / 20
CUET Mathematics
The direction cosines of the line passing through points (1, -1, 2) and (3, -4, 5) are:
A 2/√14, -3/√14, 3/√14
B 2/√22, -3/√22, 3/√22
C 3/√22, -4/√22, 5/√22
D 1/√3, -1/√3, 2/√3
VITEEE Mathematics
Two lines are said to be skew lines if they are:
A Neither parallel nor intersecting
B Parallel but not intersecting
C Intersecting at right angles
D Coplanar
CUET Mathematics
The angle between the line (x−1)/3 = (y−2)/2 = (z−3)/−2 and the y-axis is:
A cos⁻¹(2/√17)
B cos⁻¹(1/√17)
C cos⁻¹(3/√17)
D cos⁻¹(−2/√17)
CUET Mathematics
If the lines (x−1)/2 = (y−2)/3 = (z−3)/4 and (x−4)/a = (y−5)/4 = (z−6)/8 intersect, then the value of a is:
A 13/10
B 13/5
C 10/13
D 0
CUET Mathematics
The equation of the plane passing through (1, −1, 2) and perpendicular to the vector 2î + ĵ − 3k̂ is:
A 2x + y − 3z = −3
B 2x − y + 3z = 3
C 2x + y − 3z = 3
D 2x + y + 3z = −3
CUET Mathematics
The direction cosines of the line passing through points (1, −2, 3) and (−1, 4, −2) are:
A −2/√53, 6/√53, −5/√53
B 2/√53, −6/√53, 5/√53
C −2/√53, −6/√53, 5/√53
D 2/√53, 6/√53, −5/√53
VITEEE Mathematics
The direction cosines of the line joining points (1, −2, 3) and (−1, 4, −2) are:
A −2/√53, 6/√53, −5/√53
B 2/√53, −6/√53, 5/√53
C −2/√53, −6/√53, 5/√53
D 2/√53, 6/√53, 5/√53

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