(7. Given that y3 By further differentiation of this result, or otherwise, find Maclaurin's series for y up to and including the term x2. = e* cos x, show that 3y2-y3 -e* sin x dy dx Hence write down...

(7. Given that y3<br>By further differentiation of this result, or otherwise, find Maclaurin's series for y up to and<br>including the term x2.<br>= e* cos x, show that 3y2-y3 -e* sin x<br>dy<br>dx<br>Hence write down Maclaurin's series for<br>3 cosx<br>including the term in x2.<br>ex<br>Answers<br>1<br>1. -2x2-2x + .…,<br>2. k = -e 7.1+-...<br>

Extracted text: (7. Given that y3 By further differentiation of this result, or otherwise, find Maclaurin's series for y up to and including the term x2. = e* cos x, show that 3y2-y3 -e* sin x dy dx Hence write down Maclaurin's series for 3 cosx including the term in x2. ex Answers 1 1. -2x2-2x + .…, 2. k = -e 7.1+-...

Jun 04, 2022

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(7. Given that y3 By further differentiation of this result, or otherwise, find Maclaurin's series for y up to and including the term x2. = e* cos x, show that 3y2-y3 -e* sin x dy dx Hence write down...

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