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Differentiation help please, expression posted in comments
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\[-d \Omega \sin \phi + L \theta^{'} \cos (\theta) dt\] Omega is the derivative with respect to t of phi And Theta prime is the derivative of theta with respect to time I hope this makes sense!
What's the question here?
How do I differentiate −dΩsinϕ+Lθ′cos(θ) with respect to t please?
And what is L there... a constant?
I think L and d are constants
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I think it is -d(∆'sin¢sin¢+∆ cos¢) +L(x"cosx- x'sinx) I'm representing omega by∆ and phi by ¢ and theta by x.
You have to use chain rule twice there
Ah thank you! I completely forgot to do chain rule :/
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