3x−3x2>03x-\frac{3x}{2}>03x−23x>0
∫25x2e8xdx\int_2^5x^2e^{8x}dx∫25x2e8xdx
2sin2(2π)−sin(2π)2sin^2\left(2\pi\right)-sin\left(2\pi\right)2sin2(2π)−sin(2π)
2x+2=142x+2=142x+2=14
limx→45 tan(3x)sin(2x)+sec2(x)\lim_{x\to45}\:\frac{\tan\left(3x\right)}{\sin\left(2x\right)+\sec^2\left(x\right)}x→45limsin(2x)+sec2(x)tan(3x)
x+3=11x+3=11x+3=11
(x−4)(x2+4x+64)\left(x-4\right)\left(x^2+4x+64\right)(x−4)(x2+4x+64)
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