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Even if we rotate without gap, the volume generated after rotating will remain the same?
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in: Calculus
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- 5 months, 1 week ago
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Find volume generated using equilateral triangle of side a
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Shell method versus disk method in definite integral volume computation
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Definite integral and volume
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Definite integral problem related to volume
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- 5 months, 1 week ago
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Definite integral problem with dy instead of dx
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- 5 months, 1 week ago
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Help for this definite integral problem
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- 5 months, 2 weeks ago
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As x tends to infinity, value of y will be?
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- 5 months, 4 weeks ago
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First order differential equation
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- 5 months, 4 weeks ago
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Slope fields: Unable to follow the provided solution
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- 5 months, 4 weeks ago
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How should y and y’ be interpreted (first order differential equation prove)
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- 6 months ago
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Given a differential equation dy/dx = f(x) g(y) and an initial condition y(a) = b, if f, g, and g’ are continuous near (a, b), then there is a unique function y whose derivative is given by f(x) g(y) and that passes through the point (a, b)
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Is it the correct way to find antiderivative
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d/dx meaning
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- 6 months ago
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Even if we rotate without gap, the volume generated after rotating will remain the same?