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Differential Equations
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parametric equations help
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@electrokid can you please solve this
\[\vec{v}(t)=\vec{r'}(t)=(1-\cos t)\hat{i}+\sin t\hat{j}\] at maxima or minima, the first derivative should be 0. solve for t
what is i and j
the "x" and "y" coodinates.
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\(\hat{i},\hat{j}\) are the unit vectors along X and Y axes. This is the representation of a vector in rectangular co-ordinates
i am lost, so how to find v and a?
I showed you "v" above
should i use product rule
is the derivatie of v, 1-cos(t) @electrokid
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it is 1-cos(t) for v(t)...
it should have two terms.. one for (i) and one fr (j)
oh i thought i is x and j is y, so i replaced them with x and y and got this
wait is it 1-cos(t) + sin(t) ????
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