∫(3cos5(3x))dx\int\left(3cos^5\left(3x\right)\right)dx∫(3cos5(3x))dx
π−π\pi-\piπ−π
x2−114x+24=0x^2-114x+24=0x2−114x+24=0
120⋅16120\cdot16120⋅16
−63−21\frac{-63}{-21}−21−63
limx→0(2e3x−2e2x−1)\lim_{x\to0}\left(\frac{2e^{3x}-2}{e^{2x}-1}\right)x→0lim(e2x−12e3x−2)
100=e+70m2+4e−3m2−f3+23m2100=e+70m^2+4e-3m^2-f^3+23m^2100=e+70m2+4e−3m2−f3+23m2
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