5x+1=165x+1=165x+1=16
16x4y2+56x3y+49x216x^4y^2+56x^3y+49x^216x4y2+56x3y+49x2
−7⋅(−2)-7\cdot\left(-2\right)−7⋅(−2)
∫3(y6−4y−3)(y7+14y−2−7)6dx\int3\left(y^6-4y^{-3}\right)\left(y^7+14y^{-2}-7\right)^6dx∫3(y6−4y−3)(y7+14y−2−7)6dx
63,02⋅25,563,02\cdot25,563,02⋅25,5
y′=2x+yy'=2x+yy′=2x+y
8x5+12x2+1\frac{8x^5+1}{2x^2+1}2x2+18x5+1
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