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ada0713
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Derivative trigonometric functions
Find d[tex]^{2}[/tex]x/dt[tex]^{2}[/tex] as a function of x if dx/dt=xsinx
I tried to solve the problem by taking a second derivative of dx/dt=xsinx
but I was not sure how to start. Also, it is confusing because
doesn't have to be dx/dt=tsint in order to make sense (since i should
take the derivatice w/ respect to t, not x)?
I'm totally lost here, please help me with the start,
and i'll try to figure out the rest!
Homework Statement
Find d[tex]^{2}[/tex]x/dt[tex]^{2}[/tex] as a function of x if dx/dt=xsinx
Homework Equations
The Attempt at a Solution
I tried to solve the problem by taking a second derivative of dx/dt=xsinx
but I was not sure how to start. Also, it is confusing because
doesn't have to be dx/dt=tsint in order to make sense (since i should
take the derivatice w/ respect to t, not x)?
I'm totally lost here, please help me with the start,
and i'll try to figure out the rest!
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