∫16(6x2+8)dx\int16\left(6x^2+8\right)dx∫16(6x2+8)dx
(4+3i5)3\left(4+\frac{3i}{5}\right)^3(4+53i)3
(6x+4)4x−1=(3x+2)2x−4\frac{\left(6x+4\right)}{4x-1}=\frac{\left(3x+2\right)}{2x-4}4x−1(6x+4)=2x−4(3x+2)
ln(x4−4)=4ln(x)−ln(4)\ln\left(x^4-4\right)=4\ln\left(x\right)-\ln\left(4\right)ln(x4−4)=4ln(x)−ln(4)
5x2−16x+35x^2-16x+35x2−16x+3
2sinx−3=02\sin x-\sqrt{3}=02sinx−3=0
(−1−1)−(5−4+6+8)−(8−7)\left(-1-1\right)-\left(5-4+6+8\right)-\left(8-7\right)(−1−1)−(5−4+6+8)−(8−7)
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