8q−2q2+3q−6+5q2−4q+4+3q2−2−2q8q-2q^2+3q-6+5q^2-4q+4+3q^2-2-2q8q−2q2+3q−6+5q2−4q+4+3q2−2−2q
∫ 2cos(2x)sin(2x)dx\int\:2cos\left(2x\right)sin\left(2x\right)dx∫2cos(2x)sin(2x)dx
2x2 + y2 − x + y +3y2 + x− x2+ x −2y + x2 4y22x^2\:+\:y^2\:-\:x\:+\:\:y\:+3y^2\:+\:x-\:x^2+\:x\:-2y\:+\:x^2\:4y^22x2+y2−x+y+3y2+x−x2+x−2y+x24y2
π∫24(2x+3)2dx\pi\int_2^4\left(2x+3\right)^2dxπ∫24(2x+3)2dx
3−333⋅34\frac{3^{-3}}{3^3}\cdot3^4333−3⋅34
4x2+ bx +b424x^2+\:bx\:+\frac{b}{4}^24x2+bx+4b2
(10−3u)3\left(10-3u\right)^3(10−3u)3
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