5−x2+3+x5-x^2+3+x5−x2+3+x
(4x3y+6)\left(4x^3y+6\right)(4x3y+6)
∫e−x⋅cosdx\int e^{-x}\cdot\cos dx∫e−x⋅cosdx
−y2+1-y^2+1−y2+1
54⋅5−25^4\cdot5^{-2}54⋅5−2
f(x)=12 (4(x))f\left(x\right)=12\:\left(4\left(x\right)\right)f(x)=12(4(x))
x2+5x−9=0x^2+5x-9=0x2+5x−9=0
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