52⋅54⋅5−35^2\cdot5^4\cdot5^{-3}52⋅54⋅5−3
2x2−22x+48=02x^2-22x+48=02x2−22x+48=0
82x2+y28^2x^2+y^282x2+y2
∫ (3x+5)8dx\int\:\left(3x+5\right)^8dx∫(3x+5)8dx
−4+10−1-4+10-1−4+10−1
ddx(y=cos(x)7x+2)\frac{d}{dx}\left(y=cos\left(x\right)\sqrt{7x+2}\right)dxd(y=cos(x)7x+2)
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