Integration Using The Substitution Rule
10:40
YouTubeProfessor Dave Explains
Integration Using The Substitution Rule
With the basics of integration down, it's now time to learn about more complicated integration techniques! We need special techniques because integration is not as straightforward an algorithm as differentiation. The first technique we will add to our bag of tricks is the substitution rule. Check it out! Watch the whole Calculus playlist: http ...
687.6K viewsMay 7, 2018
Integration by Substitution Steps
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Partial Fractions Integration Explained | Calculus in Mathematics
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Q) Using integration, find the area of the region bounded by the curve 𝑦=√(4−𝑥^2 ), the lines
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Q) Using integration, find the area of the region bounded by the curve 𝑦=√(4−𝑥^2 ), the lines
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Q) Using integration, find thearea of the region bounded by the line y=5𝑥+2, the 𝑥 - axis and the
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Q) Using integration, find thearea of the region bounded by the line y=5𝑥+2, the 𝑥 - axis and the
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