\[\int x ln(x) dx = \]

\[e^x g(x) - \int e^x g'(x) dx \]

\[\int e^x g(x) dx - \int e^x g'(x) dx \]

\[e^x g(x) + \int e^x g(x) dx \]

\[\int e^x g(x) dx + \int e^x g'(x) dx \]

\[\int \frac {ln(x)}{x^2} dx = \]

\[ \frac{x^2 ln(x)}{2} - \frac{x²}{4}\]

\[ \frac{1}{2} (x + sin(x) cos(x) = \]

\[\frac {{\color{red} sin(x)}}{{\color{red} sin(x)}} }\]

Quiz

bonsavoir.be 10 Fragen

Quiz starten

1\[\int x e^x dx = \]
1. A\[x f(x) - \int f(x) dx \]
2. B\[x f(x) + \int f(x) dx \]
3. C\[x f(x) - \int f'(x) dx \]
4. Daucune de ses solution
2\[\int x ln(x) dx = \]
1. A\[\int e^x g(x) dx - \int e^x g'(x) dx \]
2. B\[e^x g(x) - \int e^x g'(x) dx \]
3. C\[e^x g(x) + \int e^x g(x) dx \]
4. D\[\int e^x g(x) dx + \int e^x g'(x) dx \]
3\[\int x sin(x) dx = \]
1. A\[sinx - cos(x) \]
2. B\[sinx+ x cos(x) \]
3. C\[cosx - x sin(x) \]
4. D\[sinx - x cos(x) \]
4\[\int \frac {x^2}{e^x} dx = \]
1. A\[x (lnx + 1) \]
2. B\[x (lnx - 1) \]
3. C\[x lnx - 1 \] \]
4. D\[\ (lnx -x) \] \]
5\[\int \frac {ln(x)}{x^2} dx = \]
1. Ax^-²
2. B\[\-frac {1 + ln(x)}{x} \]
3. C\[ \frac{x^2 ln(x)}{2} - \frac{x²}{4}\]
4. D---
6\[\int x^2 cos(x) dx = \]
1. A\[\e^x (x-1) \]
2. B-
3. C--
4. D---
7\[ \int sin x e^x dx = \]
1. A1
2. B2
3. C3
4. D4
8\[ \int \frac {cos(x)}{e^x} dx = \]
1. Aredd
2. B\[ bold \red 5 \]
3. C3
4. D4
9\[ \int cos(x)^2 dx = \]
1. A-
2. B2
3. C---
4. D\[ \frac{1}{2} (x + sin(x) cos(x) = \]
10\[ \int \frac {dx}{cos(x)} = \int \frac {1}{cos(x)} * \frac {sin(x)}{sin(x)} dx = \int \frac {sin(x)}{cos(x)} * \frac {1}{sin(x)} dx = \int tg(x) * \frac {1}{sin(x)} dx = \]
1. A\[\frac {{\color{red} sin(x)}}{{\color{red} sin(x)}} }\]
2. B--
3. C---
4. D----

Beschreibung: Maths Quiz am intégration par partie, erstellt von bonsavoir.be am 15/07/2015.
Autor: bonsavoir.be
Sprache: English
Aufrufe: 49
Schlagwörter: bonsavoir intégrale integrale intégrales integrales partie math maths maths
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