625x5y23\sqrt[3]{625x^5y^2}3625x5y2
cos(x−5π4)=−22(cosx+sinx)cos\left(x-\frac{5\pi}{4}\right)=-\frac{\sqrt{2}}{2}\left(cosx+sinx\right)cos(x−45π)=−22(cosx+sinx)
x2−6x−17x^2-6x-17x2−6x−17
5a2−10a5a^2-10a5a2−10a
−15m+7m−4m+10m−m-15m+7m-4m+10m-m−15m+7m−4m+10m−m
1350+35−130+1001350+35-130+1001350+35−130+100
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