Resolver {l}{8/315sqrt{2+sqrt{4+sqrt{x}}}(8+4sqrt{4+sqrt{x}}+sqrt{x})(35sqrt{x}-200sqrt{4+sqrt{x}+244})}{+c}

$$\left. \begin{array} { l } { \frac { 8 } { 315 } \sqrt { 2 + \sqrt { 4 + \sqrt { x } } } ( 8 + 4 \sqrt { 4 + \sqrt { x } } + \sqrt { x } ) ( 35 \sqrt { x } - 200 \sqrt { 4 + \sqrt { x } + 244 } ) } \\ { + c } \end{array} \right.$$

Faktorizatu

$$\frac{8\sqrt{\sqrt{\sqrt{x}+4}+2}\left(7\sqrt{x}-40\sqrt{\sqrt{x}+248}\right)\left(\sqrt{x}+4\sqrt{\sqrt{x}+4}+8\right)+63c}{63}$$

Ebazpidea

Deskonposatu \frac{1}{63}.

$$\frac{8\sqrt{2+\sqrt{4+\sqrt{x}}}\left(8+4\sqrt{4+\sqrt{x}}+\sqrt{x}\right)\left(7\sqrt{x}-40\sqrt{248+\sqrt{x}}\right)+63c}{63}$$

Ebaluatu

$$\frac{8\sqrt{\sqrt{\sqrt{x}+4}+2}\left(7\sqrt{x}-40\sqrt{\sqrt{x}+248}\right)\left(\sqrt{x}+4\sqrt{\sqrt{x}+4}+8\right)+63c}{63}$$