A curve is such that d 2 y/dx 2 = 45 cos 3x + 2 sin x.
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A curve is such that d2y/dx2 = 45 cos 3x + 2 sin x.
Given that dy/dx = - 2 when x = 0 and that the curve passes through the point (π, -1), find the equation of the curve.
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The given differential equation is of the form d2ydx2 fxgx which is a product of two function...View the full answer
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Related Book For
Cambridge IGCSE And O Level Additional Mathematics Coursebook
ISBN: 9781108411660
2nd Edition
Authors: Sue Pemberton
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