5⋅3n+25\cdot3n+25⋅3n+2
x2=10xx^2=10xx2=10x
2x2−3x+xy=52x^2-3x+xy=52x2−3x+xy=5
3x(y2+3)dx+y(x2−2)dy=03x\left(y^2+3\right)dx+y\left(x^2-2\right)dy=03x(y2+3)dx+y(x2−2)dy=0
(2x−7)(x−2)\left(2x-7\right)\left(x-2\right)(2x−7)(x−2)
(sin3(x))1\left(\sin^3\left(x\right)\right)^1(sin3(x))1
−3x+42>−5\frac{-3x+4}{2}>-52−3x+4>−5
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