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Now, change variables to linear acceleration (ax) and use a kinematic equation to eliminate ax in favor of ∆x and t. Remember that vi = 0.  Show all work,and simplify to the form t = … :

Now, change variables to linear acceleration (ax) and use a kinematic equation to eliminate ax in favor of ∆x and t. Remember that vi = 0.  Show all work,and simplify to the form t = … :

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Now, change variables to linear acceleration (ax) and use a kinematic equation to
eliminate ax in favor of ∆x and t. Remember that vi = 0.  Show all work,and simplify to the form t = … :

Et = ty + tMg + ts = Ia 0 + 0+R * f; * 1 = Ia R * f = Ia f, = ( Ia) / R EF, = Mg*sin0- f, = Ma
Transcribed Image Text:Et = ty + tMg + ts = Ia 0 + 0+R * f; * 1 = Ia R * f = Ia f, = ( Ia) / R EF, = Mg*sin0- f, = Ma
finalansuer : ) 2( 1+ MR t= Ax gh
Transcribed Image Text:finalansuer : ) 2( 1+ MR t= Ax gh
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