0 = 12sin2x0\:=\:\frac{1}{2}sin2x0=21sin2x
4x2−12x+954x^2-12x+954x2−12x+95
log(m)=3logr+2logs\log\left(m\right)=3\log r+2\log slog(m)=3logr+2logs
5x−13>75x-13>75x−13>7
∫sin(5x)(3e4x)dx\int\sin\left(5x\right)\left(3e^{4x}\right)dx∫sin(5x)(3e4x)dx
∣(35−63)+(18+15)∣−(3⋅2)\left|\left(35-63\right)+\left(18+15\right)\right|-\left(3\cdot2\right)∣(35−63)+(18+15)∣−(3⋅2)
−5x2+40x−65=0-5x^2+40x-65=0−5x2+40x−65=0
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