x7z7+sin(y2x7)=2x^7z^7+sin\left(y^2x^7\right)=2x7z7+sin(y2x7)=2
51⋅6651\cdot6651⋅66
5x2+27−x5x^2+2^7-x5x2+27−x
4y2−8y4+6y34y^2-8y^4+6y^34y2−8y4+6y3
∫e5x⋅cos(7x)dx\int e^{5x}\cdot\cos\left(7x\right)dx∫e5x⋅cos(7x)dx
(x−2)>2\left(x-2\right)>2(x−2)>2
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