can three vectors,not in one plane,give zero resultant?can four do??????? (ans with explanation and in easy language please)
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Answered by
19
HERE IS YOURS ANSWER;
◆ Yes, it's possible that three vectors can be in a same plane but the axis differs I.E., X- axis, y-axis& z-axis. Also, they should be connected from one end point of one vector should be connected to another vector starting point.
◆ The Triangle law of addition proves this statement.
◆ The sum of the forces of the two vector is equal to the force of the three vector or the resultant.
◆ Even the four vectors follows the same rules but this one is the Parallelogram Law Of Addition.
HOPE IT HELPS
◆ Yes, it's possible that three vectors can be in a same plane but the axis differs I.E., X- axis, y-axis& z-axis. Also, they should be connected from one end point of one vector should be connected to another vector starting point.
◆ The Triangle law of addition proves this statement.
◆ The sum of the forces of the two vector is equal to the force of the three vector or the resultant.
◆ Even the four vectors follows the same rules but this one is the Parallelogram Law Of Addition.
HOPE IT HELPS
aryangoyal26p8s6jg:
Can you send me the numerical part of it...
which part
of which part
Sum law ?
Taking two vectors A and b then resultant would be A²+B²+ 2AB cos@.......
then that will be equal to zero
The resultant vector as u have to calculate it
yes please send the calculation part as my calculations doesn't satisfy in case of three vectors
Answered by
10
heya
The resultant of two vector lies in same plane.hence three vector in single plane cannot give the resulatant zero.
for the resultant of three vector to be zero, resultant of two should opposite equal to third one .
hence third three vector do not lie at same plane , the resultant of two cannot be the opposite of third one , hence resutantant cannot be zero
tysm....@kundan
The resultant of two vector lies in same plane.hence three vector in single plane cannot give the resulatant zero.
for the resultant of three vector to be zero, resultant of two should opposite equal to third one .
hence third three vector do not lie at same plane , the resultant of two cannot be the opposite of third one , hence resutantant cannot be zero
tysm....@kundan
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