Rumus Integral Trigonometri

Rumus integral trigonometri

$\int sin x dx=-cosx + C$
$\int cos x dx= sin x + C$
$\int sec^{2} x dx= tan x + C$
$\int Cosec^{2} x dx= - Cot x + C$
$\int Tan x. Sec x dx= Sec x + C$
$\int Cot x. CosSec x dx= - Cosec x + C$

Rumus integral trigonometri bentuk (ax + b)

$\int cos(ax+b)dx=\frac{1}{a}Sin(ax+b)+C$

$\int Sin(ax+b)dx=-\frac{1}{a}Cos(ax+b)+C$

$\int Sec^{2}(ax+b)dx=\frac{1}{a}Tan(ax+b)+C$

$\int Cosec^{2}(ax+b)dx=-\frac{1}{a}Cot(ax+b)+C$

$\int Tan(ax+b).sec(ax+b)dx=\frac{1}{a}Sec(ax+b)+C$

$\int Cot(ax+b).Cosec(ax+b)dx=-\frac{1}{a}CoSec(ax+b)+C$

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Rumus Integral Trigonometri

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