limx→∞(sen3x+3cos3x10ex)\lim_{x\to\infty}\left(\frac{sen3x+3cos3x}{10e^x}\right)x→∞lim(10exsen3x+3cos3x)
−9−(−10+(15−25))-9-\left(-10+\left(15-25\right)\right)−9−(−10+(15−25))
3h+h−5h+8h3h+h-5h+8h3h+h−5h+8h
∫x emx dx\int x\:e^{mx}\:dx∫xemxdx
6x2−4x+12x+4\frac{6x^2-4x+12}{x+4}x+46x2−4x+12
sin67π44cos3π11−cos67π44sin3π11\sin\frac{67\pi}{44}\cos\frac{3\pi}{11}-\cos\frac{67\pi}{44}\sin\frac{3\pi}{11}sin4467πcos113π−cos4467πsin113π
(w−z)(w−3z)\left(w-z\right)\left(w-3z\right)(w−z)(w−3z)
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