This document discusses integration using u-substitutions. It covers power rule integration, trigonometric integration, integrands, and separable differential equations. Specific topics include finding derivatives using the power rule, calculating derivatives and integrals of trigonometric functions, odd and even integrands, and solving separable differential equations. Worked examples and frequently asked questions are provided for each topic.
15. Calculate differentiation of the following function f (x) where f (x)
= [sin (x) - x cos(x)] / [x sin(x) + cos(x)]?
Calculate Differentiation of the following function f (x) where f (x)
= 2x cot (x) / ?x?
25. FAQ of Integrands | Integration Calculus
Odd Integrands
Separable Differential equations
posted on: 06 Feb, 2012 | updated on: 24 May, 2012
Solve the separable differential equation 2x dx = (y2 +1) dy?
26. Find the separable differential equation of function x dx + sin x
cos y dy = 0?
27. Find the separable differential equation of function y dy + tan x
cos y dx = 0?
28. Find the separable differential equation of function x2 +5 dx + cos
x cos y dy = 0?
29. FAQ of Separable Equations | Separable Differential equation
Solve the given differential equation by separation of variables?
30. Further Read
Integration using u-substitutions Examples
Integration using u-substitutions FAQs
Integration using u-substitutions Worksheets
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