dxdy=−xy2−1\frac{dx}{dy}=\frac{-x}{y^2-1}dydx=y2−1−x
∫z7dz\int z^7dz∫z7dz
(3 a−4 b)3\left(3\:a-4\:b\right)^3(3a−4b)3
∫et(a−s)dt\int e^{t\left(a-s\right)}dt∫et(a−s)dt
6cmcg6cmcg6cmcg
∫−4e8x+4dx\int-4e^{8x+4}dx∫−4e8x+4dx
∫(cos4(x)sin(2x))dx\int\left(\cos^4\left(x\right)\sin\left(2x\right)\right)dx∫(cos4(x)sin(2x))dx
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