−∣13∣-\left|13\right|−∣13∣
u2−9u^2-9u2−9
2x2=−5x+122x^2=-5x+122x2=−5x+12
2x+3=3x+1\frac{2}{x+3}=\frac{3}{x+1}x+32=x+13
(6x sinx −7y)dx −7xdy=0\left(6x\:sinx\:-7y\right)dx\:-7xdy=0(6xsinx−7y)dx−7xdy=0
x2−4x+12x^2-4x+1^2x2−4x+12
∫2⋅sin(x)xdx\int\frac{2\cdot sin\left(x\right)}{x}dx∫x2⋅sin(x)dx
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