**TI82** TxtView file generated by CalcText - Kourig XCHMATHSXVÿ3)Derives et primitives1)Derivés k 0 x^n nx^(n-1) 1/x -1/x² 1/x^n -n/x^(n+1) R²(x) 1/2R²(x) cos(x) -sin(x) sin(x) cos(x) u*v u'v+v'u 1/v -v'/v² u/v (u'v-uv')/v² u^n nu'u^(n-1) sin(u) u'cos(u) cos(u) -u'sin(u) R²(u) u'/(2R²(u)) ln u u'/u 2)Primitives 0 C a ax+C x^n x(n+1)/n+1) +C 1/x² -1/x +C 1/x^n -1/((n-1)x^(n-1))+C 1/R²(x) 2R²(x)+C cos(x) sin(x) sin(x) -cos x u'u^n (u^(n+1))/(n+1) u'/u^n -1/((n-1)u^(n-1)) u'/R²(u) 2R²(u) u'/u ln(u) ÿV’