Oblio
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im confused how one would ever get, for example : cos (theta + phi) through simplifying
The discussion revolves around a physics problem involving projectile motion on an inclined plane. The scenario describes a ball thrown with an initial speed at an angle above the incline, requiring the application of Newton's second law to analyze its motion and determine its position over time.
The discussion is active, with participants exploring various interpretations of the problem. Some have provided insights into the equations of motion, while others are seeking clarification on the reasoning behind certain steps. There is no explicit consensus, but productive exchanges are occurring regarding the setup and approach to the problem.
Participants note potential ambiguities in the problem statement and the need to clarify the definitions of the axes used in the analysis. There is also mention of the importance of distinguishing between the components of motion along the incline and the effects of gravity.
Oblio said:im confused how one would ever get, for example : cos (theta + phi) through simplifying
Oblio said:i found that cos (a+b) = cosacosb +/- sinasinb... but i don't have that relationship anywhere
Oblio said:k I am at
dx= vo^2sin(theta)*(cos(theta)-sin(phi)) / (1/2)cos(phi)^2(sin(theta))
Oblio said:i can't factor out a vo^2?
Oblio said:i edited that in by mistake. i meant to put that in the numerator.
dx= vo^2sin(theta)*(cos(theta)-sin(phi)sin(theta) / (1/2)gcos(phi)^2