Recently published items
-
UWESbeMeCC2 Q1 - Vector Addition
Question3 Forces Applied to an Eye bolt. Use force components to calculate the Reaction force.
Published on 17/04/2023 16:03 All rights reserved -
Double Integrals
Exam (9 questions)set of exercises on double and triple integrals
Published on 04/04/2023 14:45 CC BY-NC -
moment of inertia - cylinder
Questionmoment of inertia - cylinder
Published on 04/04/2023 14:43 CC BY-NC -
Double integral in polar coordinates - concentric circles
QuestionDouble integral in polar coordinates - concentric circles
Published on 04/04/2023 14:42 CC BY-NC -
mass of tetrahedron
Questionmass of tetrahedron via integration
Published on 04/04/2023 14:41 CC BY-NC -
Volume of a tetrahedron
QuestionVolume of a tetrahedron using integrals
Published on 04/04/2023 14:40 CC BY-NC -
Area between 2 graphs by Double Integral (Advanced)
QuestionCalculating the area enclosed between a linear function and a quadratic function by integration. The limits (points of intersection) are not given in the question and must be calculated.
Published on 04/04/2023 14:38 CC BY-NC-SA -
Tutorial: Inputting Integrals
QuestionInputing Integrals tutorial
Published on 04/04/2023 14:36 CC BY-NC-ND -
Ugur's copy of Double integral - limit is a polynomial
Question3 Repeated integrals of the form $\int_a^b\;\int_c^{f(x)}g(x,y)\;dy \;dx$ where $g(x,y)$ is a polynomial in $x,\;y$ and $f(x)$ is a degree 0, 1 or 2 polynomial in $x$.
Published on 04/04/2023 14:35 CC BY -
Ugur's copy of Resolve a double integral
QuestionCalculate a repeated integral of the form $\displaystyle I=\int_0^1\;\int_0^{x^{m-1}}mf(x^m+a)dy \;dx$
The $y$ integral is trivial, and the $x$ integral is of the form $g'(x)f'(g(x))$, so it straightforwardly integrates to $f(g(x))$.
Published on 04/04/2023 14:34 CC BY