s2+16s+64s^2+16s+64s2+16s+64
∫0360(sin(x))dx\int_0^{360}\left(sin\left(x\right)\right)dx∫0360(sin(x))dx
49x2−21xy+14y249x^2-21xy+14y^249x2−21xy+14y2
5=v+155=v+155=v+15
(−4⋅8)(−30)−(−8)\left(-4\cdot8\right)\left(-30\right)-\left(-8\right)(−4⋅8)(−30)−(−8)
ddx(4cos(x+5))\frac{d}{dx}\left(4\cos\left(x+5\right)\right)dxd(4cos(x+5))
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