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Teknik-Pengintegralan
by Fitri Indahsari
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Makalah matematika
by Ir Fandi
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![ Diberikan grafik fungsi f(x) > 0 dengan
domain [a, b].
Kita akan menghitung luas daerah S yang
dibatasi oleh fungsi f(x)...](https://image.slidesharecdn.com/2-integral-tak-tentu-integral-tentu-150504030516-conversion-gate02/75/Integral-tak-tentu-integral-tentu-6-2048.jpg?cb=1671899502)
![1. Bagilah interval [a, b] menjadi n sub interval
dengan titik awal dan akhir sbb:
Sub interval tsb disebut Partisi (P) da...](https://image.slidesharecdn.com/2-integral-tak-tentu-integral-tentu-150504030516-conversion-gate02/75/Integral-tak-tentu-integral-tentu-7-2048.jpg?cb=1671899502)
![Let f be a function which is continuous on the
closed interval [a, b]. The definite integral of f
from a to b is defined t...](https://image.slidesharecdn.com/2-integral-tak-tentu-integral-tentu-150504030516-conversion-gate02/75/Integral-tak-tentu-integral-tentu-10-2048.jpg?cb=1671899502)
![ Let f be a function which is continuous on the
interval [a, b].
Let F be an indefinite integral or
antiderivative of f...](https://image.slidesharecdn.com/2-integral-tak-tentu-integral-tentu-150504030516-conversion-gate02/75/Integral-tak-tentu-integral-tentu-15-2048.jpg?cb=1671899502)
