(z5)11\left(z^5\right)^{11}(z5)11
∫−π2π2cos(2x)dx\int_{-\frac{\pi}{2}}^{\pi}2\cos\left(2x\right)dx∫−2ππ2cos(2x)dx
1−sin(t)cos(t)−cos(t)1−sin(t)=2sec(t)\frac{1-sin\left(t\right)}{cos\left(t\right)}-\frac{cos\left(t\right)}{1-sin\left(t\right)}=2sec\left(t\right)cos(t)1−sin(t)−1−sin(t)cos(t)=2sec(t)
(2y2x+3)dx+(2yx2+4)dy=0\left(2y^2x+3\right)dx+\left(2yx^2+4\right)dy=0(2y2x+3)dx+(2yx2+4)dy=0
4a2−8b2\sqrt{4a^2}-8b^24a2−8b2
4x−4>−284x-4>-284x−4>−28
3x2−12x+123x^2-12x+123x2−12x+12
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