I am taking the basic physics class thru Udacity. This blog is my scratch pad and results as I work my way thru the class. In addition, I am refreshing myself on basic calculus
Tuesday, August 7, 2012
Final 13 - Double Inclined Plane
Given:
\mbox{Two masses connected by a rope and pully}
\mbox{mass 1 is on a plane inclined at an angle alpha}
\mbox{mass 2 is on a plane inclined at an angle beta}
a = g \frac{M_{unknown}\sin{\beta} {(operator)} M_{unknown}\sin{\alpha}}{M_1 ({operator}) M_2}
Question:
What are subscripts and operators?
Rationale:
M_1 \; \mbox{is associated with angle alpha}
M_2 \; \mbox{is associated with angle beta}
a = g \frac{M_2 \sin{\beta} {(operator)} M_1 \sin{\alpha}}{M_1 ({operator}) M_2}
\mbox{The denominator operator cannot be multiply or divide}
\mbox{Since if either mass is zero, then the equation would be indeterminate}
\mbox{So the operator must be + or - }
\mbox{But it cannot be minus, since it would indeterminate is the masses are equal}
\mbox{Therefore the denominator operator is plus.}
\mbox{If the masses are equal and the angles are equal, }
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