2x−6≤4x+22x-6\le4x+22x−6≤4x+2
(4y+yx2)y′=(y2+25)2\left(4y+yx2\right)y'=\left(y^2+25\right)^2(4y+yx2)y′=(y2+25)2
15x2−x−215x^2-x-215x2−x−2
.348−.36.348-.36.348−.36
∫(−2t4e6t5) dt\int\left(-2t^4e^{6t^5}\right)\:dt∫(−2t4e6t5)dt
(16−y3)2\left(\frac{1}{6}-y^3\right)^2(61−y3)2
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