dy Consider the parametric curve x (t) = -esin (3t) and y (t) = ecos (2t). Find an expression for for dx the curve. O?e cos (2t)–sin (3t) sec (3t) sin (2t) ,cos (2t)–sin (3t) sec (3t) sin (2t) 3 ,cos...

dy<br>Consider the parametric curve x (t) =<br>-esin (3t) and y (t) = ecos (2t). Find an expression for<br>for<br>dx<br>the curve.<br>O?e<br>cos (2t)–sin (3t) sec (3t) sin (2t)<br>,cos (2t)–sin (3t)<br>sec (3t) sin (2t)<br>3<br>,cos (3t)-sin (2t)<br>sec (2t) sin (3t)<br>2 ecos (2t)+sin (3t) sec (3t) sin (2t)<br>

Extracted text: dy Consider the parametric curve x (t) = -esin (3t) and y (t) = ecos (2t). Find an expression for for dx the curve. O?e cos (2t)–sin (3t) sec (3t) sin (2t) ,cos (2t)–sin (3t) sec (3t) sin (2t) 3 ,cos (3t)-sin (2t) sec (2t) sin (3t) 2 ecos (2t)+sin (3t) sec (3t) sin (2t)

Jun 05, 2022

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dy Consider the parametric curve x (t) = -esin (3t) and y (t) = ecos (2t). Find an expression for for dx the curve. O?e cos (2t)–sin (3t) sec (3t) sin (2t) ,cos (2t)–sin (3t) sec (3t) sin (2t) 3 ,cos...

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