![Find the function f(x) + f(1/x) where f(x) is integral of lnt / (1 + t) between the limits 1 and x. - YouTube Find the function f(x) + f(1/x) where f(x) is integral of lnt / (1 + t) between the limits 1 and x. - YouTube](https://i.ytimg.com/vi/1k1PXcRgISk/maxresdefault.jpg)
Find the function f(x) + f(1/x) where f(x) is integral of lnt / (1 + t) between the limits 1 and x. - YouTube
![6.💎Integral indefinida (Tipo logaritmo natural) 1/(x-1) dx (integral uno entre equis menos uno) - YouTube 6.💎Integral indefinida (Tipo logaritmo natural) 1/(x-1) dx (integral uno entre equis menos uno) - YouTube](https://i.ytimg.com/vi/nd6yDq23Sk4/hqdefault.jpg)
6.💎Integral indefinida (Tipo logaritmo natural) 1/(x-1) dx (integral uno entre equis menos uno) - YouTube
![SOLVED: ActItyH 1) Evaluate the indefinite integral 1) f x sin(x?) dx 7) ( x(x' + 5)9 dx 2) f (x 2120 dx 8) ( (3t + 212* dt 3) f (x + SOLVED: ActItyH 1) Evaluate the indefinite integral 1) f x sin(x?) dx 7) ( x(x' + 5)9 dx 2) f (x 2120 dx 8) ( (3t + 212* dt 3) f (x +](https://cdn.numerade.com/ask_images/17d881baa78542198033baa6e633c84d.jpg)
SOLVED: ActItyH 1) Evaluate the indefinite integral 1) f x sin(x?) dx 7) ( x(x' + 5)9 dx 2) f (x 2120 dx 8) ( (3t + 212* dt 3) f (x +
![SOLVED: 1. Suppose that ∫0^1 f(x) d x=2, ∫1^2 f(x) d x=3, ∫0^2 g(x) d x=4 and ∫0^1 g(x) d x=-1, use properties of definite integrals to calculate integrals: (a) ∫1^2 2 SOLVED: 1. Suppose that ∫0^1 f(x) d x=2, ∫1^2 f(x) d x=3, ∫0^2 g(x) d x=4 and ∫0^1 g(x) d x=-1, use properties of definite integrals to calculate integrals: (a) ∫1^2 2](https://cdn.numerade.com/ask_images/1B7D3BB3-3A78-4473-B3AA-28DD131E74BA.jpg)