limx→6((x+4)3(x−5)2)\lim_{x\to6}\left(\left(x+4\right)^3\left(x-5\right)^2\right)x→6lim((x+4)3(x−5)2)
2dydt+2y=32\frac{dy}{dt}+2y=32dtdy+2y=3
6x2−7x−52\frac{6x^2-7x-5}{2}26x2−7x−5
∫csc−1(u)dx\int\csc^{-1}\left(u\right)dx∫csc−1(u)dx
2+6−{−{7−4}−2{3+1}}+8−32+6-\left\{-\left\{7-4\right\}-2\left\{3+1\right\}\right\}+8-32+6−{−{7−4}−2{3+1}}+8−3
4n2+12−8n4n^2+12-8n4n2+12−8n
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