0.64⋅36490.64\cdot\frac{36}{49}0.64⋅4936
−(+7)−(−5)−(+2)−(+9)+(−15)-\left(+7\right)-\left(-5\right)-\left(+2\right)-\left(+9\right)+\left(-15\right)−(+7)−(−5)−(+2)−(+9)+(−15)
−3x+5y=27-3x+5y=27−3x+5y=27
(2−9)−[5+(8−12)−7]\left(2-9\right)-[5+\left(8-12\right)-7](2−9)−[5+(8−12)−7]
∫x(15x3+2x4)dx\int\sqrt{x}\left(\frac{1}{5}x^3+\sqrt[4]{2x}\right)dx∫x(51x3+42x)dx
f(x)=x6cosπxf\left(x\right)=x^6cos\pi xf(x)=x6cosπx
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