∫s−ks2−k3(s2+k2)2dx\int\frac{s-ks^2-k^3}{\left(s^2+k^2\right)^2}dx∫(s2+k2)2s−ks2−k3dx
23:(−2)+52+23−[8:(−2)+2]42^3:\left(-2\right)+\sqrt[3]{5^2+2}-\left[8:\left(-2\right)+2\right]^423:(−2)+352+2−[8:(−2)+2]4
−23⋅24⋅2−3-2^3\cdot2^4\cdot2^{-3}−23⋅24⋅2−3
1+28+29+401+28+29+401+28+29+40
524.71−(1.00357)−360\frac{524.7}{1-\left(1.00357\right)^{-360}}1−(1.00357)−360524.7
limx→−5(x2−5x−36x+4)\lim_{x\to-5}\left(\frac{x^2-5x-36}{x+4}\right)x→−5lim(x+4x2−5x−36)
3x−1=1+2x3x-1=1+2x3x−1=1+2x
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