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gods_laughing
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Two cars, both of mass , collide and stick together. Prior to the collision, one car had been traveling north at speed , while the second was traveling at speed at an angle south of east (as indicated in the figure). After the collision, the two-car system travels at speed at an angle east of north.
What is the angle with respect to north made by the velocity vector of the two cars after the collision?
Express your answer in terms of . Your answer should contain an inverse trigonometric function.
I have already tried tan(theta)=cos(phi)/(2-sin(phi)) and arctan(cos(phi)/(2-sin(phi)) and tan(cos(phi)/(2-sin(phi)) but none seem to be the right answer
someone help please!
What is the angle with respect to north made by the velocity vector of the two cars after the collision?
Express your answer in terms of . Your answer should contain an inverse trigonometric function.
I have already tried tan(theta)=cos(phi)/(2-sin(phi)) and arctan(cos(phi)/(2-sin(phi)) and tan(cos(phi)/(2-sin(phi)) but none seem to be the right answer
someone help please!