x−4≤1x-4\le1x−4≤1
2a2+8a+4ax2+16x22a^2+8a+4ax^2+16x^22a2+8a+4ax2+16x2
∫sen(x3)cos(x17)dx\int sen\left(\frac{x}{3}\right)cos\left(\frac{x}{17}\right)dx∫sen(3x)cos(17x)dx
(34y+16)(34y−58)\left(\frac{3}{4y}+\frac{1}{6}\right)\left(\frac{3}{4}y-\frac{5}{8}\right)(4y3+61)(43y−85)
∫ [sin(ax)]5 (1− [sin(ax)]2) cos(ax) dx\int\:\left[\sin\left(ax\right)\right]^5\:\left(1-\:\left[\sin\left(ax\right)\right]^2\right)\:\cos\left(ax\right)\:dx∫[sin(ax)]5(1−[sin(ax)]2)cos(ax)dx
(3x+7)4\left(3x+7\right)^4(3x+7)4
∫(9x+12)5dx\int\left(9x+12\right)^5dx∫(9x+12)5dx
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