Miscellaneous Questions (NCERT) - Free MCQ Practice Test with solutions,
MCQ Practice Test & Solutions: Test: Miscellaneous Questions (NCERT) (10 Questions)
You can prepare effectively for NEET NCERT Based Tests for NEET with this dedicated MCQ Practice Test (available with solutions) on the important topic of "Test: Miscellaneous Questions (NCERT)". These 10 questions have been designed by the experts with the latest curriculum of NEET 2026, to help you master the concept.
Test Highlights:
- - Format: Multiple Choice Questions (MCQ)
- - Duration: 10 minutes
- - Number of Questions: 10
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are two vectors, then the value of 
× 
isDetailed Solution: Question 1
then select the correct alternative. Detailed Solution: Question 2
is perpendicular to both
If 
are two vectors, then which of the following is not a correct statement?
are two vectors, then which of the following is not a correct statement?Detailed Solution: Question 3
If unit vectors 
are inclined at an angle θ,Then 
is
are inclined at an angle θ,Then isDetailed Solution: Question 4
If the angle between the vectors 
is θ, the value of the product 
is equal to
is θ, the value of the product is equal toDetailed Solution: Question 5
Find the projection of the vector
on the vector 
is
on the vector isDetailed Solution: Question 6
The area of the triangle formed by the adjacent sides with 
and B =
is
and B =isDetailed Solution: Question 7
A body moves 6 m north. 8 m east and 10 m vertically upwards, what is its resultant displacement from initial position is
Detailed Solution: Question 8
A man wants to reach from A to the opposite corner of the square C (Figure). The sides of the square are 100m each. A central square of 50m × 50m is filled with sand.
Outside this square, he can walk at a speed 1ms−1. In the central square, he can walk only at a speed of v ms−1(v < 1). What is smallest value of v for which he can reach faster via a straight path through the sand than any path in the square outside the sand?
Outside this square, he can walk at a speed 1ms−1. In the central square, he can walk only at a speed of v ms−1(v < 1). What is smallest value of v for which he can reach faster via a straight path through the sand than any path in the square outside the sand?
Detailed Solution: Question 9
Detailed Solution: Question 10
