y2− 3y − 10 = 0y^2-\:3y\:-\:10\:=\:0y2−3y−10=0
∫6ex+2ydx\int6e^{x+2y}dx∫6ex+2ydx
32⋅33⋅343^2\cdot3^3\cdot3^432⋅33⋅34
∫(cos235x)dx\int\left(cos^235x\right)dx∫(cos235x)dx
sin(x)=1−d2\sin\left(x\right)=\sqrt{1-d^2}sin(x)=1−d2
cot2x−cot2x⋅cos2xcot^2x-cot^2x\cdot cos^2xcot2x−cot2x⋅cos2x
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