−6x+3y=36-6x+3y=36−6x+3y=36
2x2−4x−y+4=02x^2-4x-y+4=02x2−4x−y+4=0
x2+4x+36x^2+4x+36x2+4x+36
∫x(x−1)12dx\int x\left(x-1\right)\frac{1}{2}dx∫x(x−1)21dx
(3x+5y)2\left(\sqrt{3}x+\sqrt{5}y\right)^2(3x+5y)2
∫−sin(x)dx\int-sin\left(x\right)dx∫−sin(x)dx
16x2−121y216x^2-121y^216x2−121y2
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