Table of Contents
- 1 What is the minimum number of non coplanar vectors?
- 2 What is the minimum number of non zero vectors can be added?
- 3 What is the minimum number of vectors that can give a vector sum equal to zero?
- 4 What is the minimum number of non zero vectors in different planes that can be added to give a resultant of zero?
- 5 What is the least number of non zero vectors that can be added to give a resultant equal to zero?
- 6 What is minimum No of force acting on an object?
- 7 What is the minimum number of non zero non coplanar vectors can be added to give zero resultant?
- 8 What is the least number of unequal non zero vectors that can be added to give a resultant equal to zero?
- 9 How many non zero vectors are required to form a zero vector?
- 10 Can three non-Coplanar Vectors be pair wise coplanar?
What is the minimum number of non coplanar vectors?
Minimum number of non-coplanar vectors whose sum can be zero is four.
What is the minimum number of non zero vectors can be added?
Minimum 3 non zero vectors are required to make the resultant zero.
What is the minimum number of non coplanar forces to keep a body in equilibrium?
Three, five or any odd number of forces can keep the particle in equilibrium, if the net force on the particle remains zero.
What is the minimum number of vectors that can give a vector sum equal to zero?
3
In that case the minimum number of unequal vectors whose sum can be zero is 3.
What is the minimum number of non zero vectors in different planes that can be added to give a resultant of zero?
The minimum number of vectors having different planes which can be added to give zero resultant is 4.
Can 2 non coplanar vectors give zero resultant?
No, three non-coplanar vectors cannot ad up to given zero resultant because for non-coplanar vectors the resultant of the two vectors will not lie in the plane of third vector , and so the resultant cannot cancel the third vector to given null vector .
What is the least number of non zero vectors that can be added to give a resultant equal to zero?
The minimum number of vector having different planes which can be added to give zero resultant is. The minimum number of vectors having different planes which can be added to give zero resultant is 4.
What is minimum No of force acting on an object?
Explanation: There should be 2 forces but should have equal magnitude in opposite direction.
What is non-coplanar forces?
Non-coplanar force system refers to the number of forces which do not remain in same plane. It is also stated as the number of forces in a system which remains in dissimilar planes. Resultant of a non-coplanar force.
What is the minimum number of non zero non coplanar vectors can be added to give zero resultant?
four
The minimum number of non coplanar vectors whose sum can be zero, is four.
What is the least number of unequal non zero vectors that can be added to give a resultant equal to zero?
three vectors
From triangle law of vectors minimum three vectors are required to give zero resultant.
How many Coplanar Vectors can make a vector sum 0?
Two coplanar vectors can make vector sum 0 but they have to be equal in magnitude So we require an additional vector so that they can form a triangle. So we require at least 3 unequal coplanar vectors whose vector sum can be equal to 0. Was this answer helpful?
How many non zero vectors are required to form a zero vector?
At least 4 non zero vectors in different planes are required to form a zero vector or simply zero resultant by addition. Here one thing is to note that “4 vectors in different planes”, not ” 4 vectors in four different planes”.
Can three non-Coplanar Vectors be pair wise coplanar?
However they still will be pair wise coplanar. Now as 3 vectors are non coplanar as a whole, there is always a single component that cannot be cancelled by any one of the three vectors, no matter what the magnitude is. But there can be a fourth vector that can cancel all three and still be non-coplanar as a whole.