2(1)5−(1)4−36(1)3−38(1)−352\left(1\right)^5-\left(1\right)^4-36\left(1\right)^3-38\left(1\right)-352(1)5−(1)4−36(1)3−38(1)−35
x2+34+964x^2+\frac{3}{4}+\frac{9}{64}x2+43+649
∫1+sinx1dx\int_{1+\sin x}^1dx∫1+sinx1dx
f(x)=9x3+33f\left(x\right)=\frac{9x}{3+3^3}f(x)=3+339x
−7x2y2(5x2−9xy−12y2)-7x^2y^2\left(5x^2-9xy-12y^2\right)−7x2y2(5x2−9xy−12y2)
1+e−3xy=01+e^{-3x}y=01+e−3xy=0
x2−4x−2y+5=0x^2-4x-2y+5=0x2−4x−2y+5=0
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