Distinguish between impulsive force and impulse of a force. Show that the resultant of two vectors of equal magnitude will bisect the angle between that two given vectors.
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The force that two colliding bodies exert on one another acts only for a short time, giving a brief but strong push. This force is called an impulsive force.The impulsive force is much stronger than any other force available at that point of time and acts on an object for a very short interval during collision or explosion
impulse is defined as the change in momentum
angle mad by the resultant of two vectors is given by
bcos(theta)/a+bsin(theta)= tan(phi)
a=b
tan(phi)=cos(theta)/1+sin(theta)
tan(phi)=tan(theta/2) by property
phi=theta/2
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impulse is defined as the change in momentum
angle mad by the resultant of two vectors is given by
bcos(theta)/a+bsin(theta)= tan(phi)
a=b
tan(phi)=cos(theta)/1+sin(theta)
tan(phi)=tan(theta/2) by property
phi=theta/2
please give brainliest
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hi
apply this formula tan(phi)=bcos(theta)/a+bcos(theta)
apply this formula tan(phi)=bcos(theta)/a+bcos(theta)
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