Lihat sumber Soal-Soal Matematika/Materi:Integral/Integral tentu

* Hasil dari <math>\int_0^2 \frac {x} {(x^2+5)^5} dx </math> adalah...


* Dengan sifat-sifat integral, buktikan bahwa <math>\int_1^a \frac {1} {x} dx + \int_1^b \frac {1} {x} dx = \int_1^{ab} \frac {1} {x} dx </math>!

== Sumber ==
* [http://ocw.mit.edu/courses/mathematics/18-014-calculus-with-theory-fall-2010/assignments/MIT18_014F10_pset2.pdf OCW Course]
* [http://ocw.mit.edu/courses/mathematics/18-01sc-single-variable-calculus-fall-2010/part-a-definition-of-the-definite-integral-and-first-fundamental-theorem/problem-set-6/MIT18_01SC_pset3prb.pdf OCW Course] (Soal lainnya ada disini, silakan lihat nomor 3B-3 dan 3B-4 untuk integral tentu)

[[Kategori:Soal-Soal Matematika]]