How do I remember what trig functions differentiate to?

You need to remember some ‘rules’:if it has the ‘co-‘ prefix, the derivative will be negative (e.g. cos x -> -sin x)if it has the ‘-sec’ suffix, the derivative will only include itself (e.g. cosec x -> -cosec^2 x)trig functions are paired sin with cos, sec with tan and cosec with cotthe derivatives of trig functions are the product of two trig functions (pairs, e.g. sec x -> sec x tan x)

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Integrate by parts x2^x


integrate [xe^(-x)] with respect to x.


What is the point of differentiation?


use the substitution u=2+ln(x) to show that int(e,1(ln(x)/x(2+ln(x)^2))dx)=p+ln(q) , where p and q are rational numbers.


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