dydx+2y=15\frac{dy}{dx}+2y=15dxdy+2y=15
limx→16(x2−256x−4)\lim_{x\to16}\left(\frac{x^2-256}{\sqrt{x}-4}\right)x→16lim(x−4x2−256)
4x244\sqrt[4]{x^{2}}44x2
6xy2+3y6xy^2+3y6xy2+3y
−10+−15+−11+2-10+-15+-11+2−10+−15+−11+2
0.234−9.3240.234-9.3240.234−9.324
363⋅53\sqrt[3]{3^6}\cdot5^3336⋅53
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