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Is it unusual to introduce differential equation before integral calculus?
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in: Calculus
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What is wrong with this if condition
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Computing area for this integral problem
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Finding equation and minimum distance of a line touching x and y axis while passing through a point
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While computing the limit, which value of x chosen
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How this limit is – infinity
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Hopital’s rule for infinity/infinity
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Why Hopital’s rule work
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Finding limit
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Linear and quadratic approximation- Significant figures of accuracy
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Explanation of possible use of binomial theorem/infinite series/power series
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Kinetic energy problem
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Potential energy problem: Why 0 on RHS
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Use of surface area versus volume while approximating
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Newton method converge problem
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Is it unusual to introduce differential equation before integral calculus?
