4x+−33=−1\frac{4x+-3}{3}=-134x+−3=−1
−22+3-2^2+3−22+3
3k+3=8k−2\frac{3}{k+3}=\frac{8}{k-2}k+33=k−28
3a2+a−43a^2+a-43a2+a−4
∫(−16sin2(x)cos(x))dx\int\left(-16sin^2\left(x\right)cos\left(x\right)\right)dx∫(−16sin2(x)cos(x))dx
3x4+9x3−219x2−441x+6483x^4+9x^3-219x^2-441x+6483x4+9x3−219x2−441x+648
(4w+12)(w−12)\left(4w+12\right)\left(w-12\right)(4w+12)(w−12)
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