∣−123∣\left|-123\right|∣−123∣
(x4+y)3\left(x^4+y\right)^3(x4+y)3
7p+11=−8(p−7)7p+11=-8\left(p-7\right)7p+11=−8(p−7)
−x2+2x−3-x^2+2x-3−x2+2x−3
∫2cos5(x)sin4(x)dx\int2cos^5\left(x\right)sin^4\left(x\right)dx∫2cos5(x)sin4(x)dx
dydx−yx+1=3x+3\frac{dy}{dx}-\frac{y}{x+1}=3x+3dxdy−x+1y=3x+3
mn+1−6mn−2+8mn−3−19mn−5−8mn−5mn−2−6mn−3−mnmnmn+1-6mn-2+8mn-3-19mn-5-8mn-5mn-2-6mn-3-mnmnmn+1−6mn−2+8mn−3−19mn−5−8mn−5mn−2−6mn−3−mnmn
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