What are the conditions for zero resultant vector?

they can cancel to zero only if the magnitudes of A and B are equal and they point in opposite directions. In case of three vectors, If three vectors acting on a point object at the same time are represented in magnitude and direction by the three sides of a triangle taken in the same order,their resultant is zero.

How is it possible for three vectors to add to zero?

Three vectors are coplanar which means all three vectors are in the same plane. If direction of resultant of those two vectors is exactly opposite to the direction of the third vector. If all above conditions are satisfied, then the resultant of three vectors will be zero.

Can three vectors of different magnitudes be combined to give a zero resultant?

Two vectors of different magnitudes cannot add to give zero resultant. Three vectors of different magnitude can add to give zero resultant if they are copanar.

Can three vectors not lying in a plane give zero resultant?

Three vectors which are not in one plane can not givee zero resultant. This is because resultant of two vectors ( in a plane ) line in their plane.

Can resultant of three vectors be zero?

Can three vectors of different magnitude and directions add to zero?

b) Yes. Three(or more) vectors of unequal magnitude may add up to give zero vector.

Under what condition will the resultant of three unequal forces be zero?

Explanation: If one force of 5N from one is applied and the two force of 2N and 3N is applied respectively then the resultant force will be equal to 0 .

Can the resultant of three unequal forces be equal to zero?

Can three unequal forces add up to zero?

Can three unequal vectors add up to give the zero vector? No . Two unequal vectors can never give zero vector by addition . But three unequal vectors when added may give zero vector .

Can two vectors add up to a zero vector?

Yes. Now, if you add up these vectors, you get vector D=<0,0>. This is because the only requirement for vectors to add up to a zero vector is that the sums of all the components in the same direction of each other is zero.

Can two vectors have the same magnitude but different directions?

Yes. Any two vectors are said to be “equal vectors” , when they have same magnitude and same direction. In all other cases apart the above one case , they are called “unequal vectors.” So, If two vectors have same magnitude but different directions , they are called unequal vectors.

How do you find the resultant of two vectors with zero?

For the resultant of two vectors to be zero, they must be equal in magnitude and opposite in direction. For the resultant of R and C to be zero (i.e resultant of A, B and C) they must be equal and opposite, which would make C in the same plane as that of A and B .