x2−19x−20=0x^2-19x-20=0x2−19x−20=0
4ab2+(6xy3)24ab^2+\left(6xy^3\right)^24ab2+(6xy3)2
3x2−32x+603x^2-32x+603x2−32x+60
cot(θ +3)\cot\left(\theta\:+3\right)cot(θ+3)
sin3x+cos2x⋅ sinxcos2x\frac{sin^3x+cos^2x\cdot\:\:sinx}{cos^2x}cos2xsin3x+cos2x⋅sinx
limx→infinity(16x−316x)16x\lim_{x\to infinity}\left(\frac{16x-3}{16x}\right)^{16x}x→infinitylim(16x16x−3)16x
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