Recently published items
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Integration: By Parts 2b
QuestionCalculating the integral of a function of the form $(a+bx)\cos(x)$ using integration by parts.
Published on 26/09/2022 11:24 CC BY-NC-SA -
Integration: By Parts 2a
QuestionCalculating the integral of a function of the form $ax e^{bx}$ using integration by parts.
Published on 26/09/2022 11:23 CC BY-NC-SA -
Integration: By Parts 1b
QuestionCalculating the integral of a function of the form $ax \cos(bx)$ using integration by parts.
Published on 26/09/2022 11:23 CC BY-NC-SA -
Integration: By Parts 1a
QuestionCalculating the integral of a function of the form $ax \sin(bx)$ using integration by parts.
Published on 26/09/2022 11:22 CC BY-NC-SA -
Integration: Definite Integrals 6 - Area between 2 graphs
QuestionCalculating the area enclosed between a cosine function and a quadratic function by integration. The limits (points of intersection) are given in the question.
Published on 26/09/2022 11:20 CC BY-NC-SA -
Integration: Definite Integrals 5b - Area between 2 graphs (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 26/09/2022 11:20 CC BY-NC-SA -
Integration: Definite Integrals 5a - Area between 2 graphs
QuestionCalculating the area enclosed between a linear function and a quadratic function by integration. The limits (points of intersection) are given in the question.
Published on 26/09/2022 11:19 CC BY-NC-SA -
Integration: Definite Integrals 4
QuestionCalculating the definite integral $\int_{n_1}^{n_2}a \sin(bx) dx$, where $n_1$ and $n_2$ are multiples of $\frac{\pi}{12}$.
Published on 26/09/2022 11:19 CC BY-NC-SA -
Integration: Definite Integrals 3
QuestionCalculating the definite integral $\int_{n_1}^{n_2}a \sin(bx) dx$, where $n_1$ and $n_2$ are multiples of $\frac{\pi}{12}$.
Published on 26/09/2022 11:18 CC BY-NC-SA -
Integration: Definite Integrals 2
QuestionCalculating the definite integral $\int_{n_1}^{n_2}a_1x^{b_1}+a_2x^{b_2}+a_3x^{b_3} dx$.
Published on 26/09/2022 11:18 CC BY-NC-SA