![se considera functia definita pe (0,+infinit),f(x)=ln(1+1/x),demonstrati ca x*f(x)<1 ,pentru orice numar - Brainly.ro se considera functia definita pe (0,+infinit),f(x)=ln(1+1/x),demonstrati ca x*f(x)<1 ,pentru orice numar - Brainly.ro](https://ro-static.z-dn.net/files/d2a/f302068ef723ba7376f9e46024c8d16f.jpg)
se considera functia definita pe (0,+infinit),f(x)=ln(1+1/x),demonstrati ca x*f(x)<1 ,pentru orice numar - Brainly.ro
![How does ln(1) and log(1) have the same value whereas for no any other variable they are same? - Quora How does ln(1) and log(1) have the same value whereas for no any other variable they are same? - Quora](https://qph.cf2.quoracdn.net/main-qimg-813f62b5c112f42703fd3f7fa4ad454a.webp)
How does ln(1) and log(1) have the same value whereas for no any other variable they are same? - Quora
![Proprietatile logaritmilor. Formule. Operatii -log, ln, lg (exercitii rezolvate matematica clasa a 10 a) – #JitaruIonelBLOG -pregatire BAC si Evaluarea Nationala 2023 la matematica si alte materii! *materiale (lectii +formule +exercitii rezolvate Proprietatile logaritmilor. Formule. Operatii -log, ln, lg (exercitii rezolvate matematica clasa a 10 a) – #JitaruIonelBLOG -pregatire BAC si Evaluarea Nationala 2023 la matematica si alte materii! *materiale (lectii +formule +exercitii rezolvate](https://i0.wp.com/profesorjitaruionel.com/wp-content/uploads/2018/10/proprietati-2.png?resize=344%2C343&ssl=1)
Proprietatile logaritmilor. Formule. Operatii -log, ln, lg (exercitii rezolvate matematica clasa a 10 a) – #JitaruIonelBLOG -pregatire BAC si Evaluarea Nationala 2023 la matematica si alte materii! *materiale (lectii +formule +exercitii rezolvate
![Evaluate $\int x^2\ln (1+x) \, dx$ as a power series: why is just $n$ ok? - Mathematics Stack Exchange Evaluate $\int x^2\ln (1+x) \, dx$ as a power series: why is just $n$ ok? - Mathematics Stack Exchange](https://i.stack.imgur.com/Cg7yX.png)