−x+4<6-x+4<6−x+4<6
∫6x36−ln(x)2dx\int\frac{6}{x\sqrt{36-\ln\left(x\right)^2}}dx∫x36−ln(x)26dx
−18=−3+3u-18=-3+3u−18=−3+3u
8=z108=\frac{z}{10}8=10z
∫1x24x2−9dx\int\frac{1}{x^2\sqrt{4x^2-9}}dx∫x24x2−91dx
0.58 and 450.58\:and\:\frac{4}{5}0.58and54
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