x+15=−3x−1x+15=-3x-1x+15=−3x−1
2+ln(x+4)=42+\ln\left(x+4\right)=42+ln(x+4)=4
23⋅22⋅2−42^3\cdot2^2\cdot2^{-4}23⋅22⋅2−4
∫10x4(2x5−5)5dx\int10x^4\left(2x^5-5\right)^5dx∫10x4(2x5−5)5dx
(4k2−8k+4)\left(4k^2-8k+4\right)(4k2−8k+4)
(x+3)(x+10)( x + 3 ) ( x + 10 )(x+3)(x+10)
x3−2x3x^3-2x^3x3−2x3
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