x+x+x+2xx+x+x+2xx+x+x+2x
(6m7−22m5+2m4+36m2−16m2+8)\left(6m^7-22m^5+2m^4+36m^2-16m^2+8\right)(6m7−22m5+2m4+36m2−16m2+8)
72−3⋅77^2-3\cdot772−3⋅7
5a−2(4a+5)=7a5a-2\left(4a+5\right)=7a5a−2(4a+5)=7a
(32)64\sqrt[4]{\left(3^2\right)^6}4(32)6
dydx=x+2y4\frac{dy}{dx}=\frac{x+2}{y^4}dxdy=y4x+2
2x3 − x2 − 50x +252x^3\:-\:x^2\:-\:50x\:+252x3−x2−50x+25
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