(53)5 x 5−18\left(5^3\right)^5\:x\:5^{-18}(53)5x5−18
∫8e9xdx\int8e^{9x}dx∫8e9xdx
x2−2x+1=9x^2-2x+1=9x2−2x+1=9
2r+2r2r+2r2r+2r
cos2x−cosx=2\cos2x-\cos x=2cos2x−cosx=2
∫x⋅(x−4)3dx\int x\cdot\left(x-4\right)^3dx∫x⋅(x−4)3dx
(2x−5)(3x2−2x+6)\left(2x-5\right)\left(3x^{2}-2x+6\right)(2x−5)(3x2−2x+6)
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