∫−119−x2dx\int_{-1}^1\sqrt{9-x^2}dx∫−119−x2dx
25(x+y)225\left(x+y\right)^225(x+y)2
∫3x2e6xdx\int\frac{3x}{2e^{6x}}dx∫2e6x3xdx
xdydx+y=−4xx\frac{dy}{dx}+y=-4xxdxdy+y=−4x
3(4x−7y)+12y−5x3\left(4x-7y\right)+12y-5x3(4x−7y)+12y−5x
−10d−9d2+5d3−10d−9d3+5d2−10d-10d-9d^2+5d^3-10d-9d^3+5d^2-10d−10d−9d2+5d3−10d−9d3+5d2−10d
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