Simplificación general
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_______________
/ ____
/ ___ 8 / 2
___ / \/ b *\/ b
\/ 3 * / -------------
/ ____
3 / / 3
\/ \/ b
-----------------------------
3
$$\frac{\sqrt{3} \sqrt[3]{\frac{\sqrt{b} \sqrt[8]{b^{2}}}{\sqrt{b^{3}}}}}{3}$$
sqrt(3)*(sqrt(b)*(b^2)^(1/8)/sqrt(b^3))^(1/3)/3
Descomposición de una fracción
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sqrt(3)*(sqrt(b)*(b^2)^(1/8)/sqrt(b^3))^(1/3)/3
$$\frac{\sqrt{3} \sqrt[3]{\frac{\sqrt{b} \sqrt[8]{b^{2}}}{\sqrt{b^{3}}}}}{3}$$
_______________
/ ____
/ ___ 8 / 2
___ / \/ b *\/ b
\/ 3 * / -------------
/ ____
3 / / 3
\/ \/ b
-----------------------------
3
0.577350269189626*(b^0.5*(b^2)^0.125*(b^3)^(-0.5))^0.333333333333333
0.577350269189626*(b^0.5*(b^2)^0.125*(b^3)^(-0.5))^0.333333333333333
Compilar la expresión
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_______________
/ ____
/ ___ 8 / 2
___ / \/ b *\/ b
\/ 3 * / -------------
/ ____
3 / / 3
\/ \/ b
-----------------------------
3
$$\frac{\sqrt{3} \sqrt[3]{\frac{\sqrt{b} \sqrt[8]{b^{2}}}{\sqrt{b^{3}}}}}{3}$$
sqrt(3)*(sqrt(b)*(b^2)^(1/8)/sqrt(b^3))^(1/3)/3
_______________
/ ____
/ ___ 8 / 2
___ / \/ b *\/ b
\/ 3 * / -------------
/ ____
3 / / 3
\/ \/ b
-----------------------------
3
$$\frac{\sqrt{3} \sqrt[3]{\frac{\sqrt{b} \sqrt[8]{b^{2}}}{\sqrt{b^{3}}}}}{3}$$
sqrt(3)*(sqrt(b)*(b^2)^(1/8)/sqrt(b^3))^(1/3)/3
Parte trigonométrica
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_______________
/ ____
/ ___ 8 / 2
___ / \/ b *\/ b
\/ 3 * / -------------
/ ____
3 / / 3
\/ \/ b
-----------------------------
3
$$\frac{\sqrt{3} \sqrt[3]{\frac{\sqrt{b} \sqrt[8]{b^{2}}}{\sqrt{b^{3}}}}}{3}$$
sqrt(3)*(sqrt(b)*(b^2)^(1/8)/sqrt(b^3))^(1/3)/3
_______________
/ ____
/ ___ 8 / 2
___ / \/ b *\/ b
\/ 3 * / -------------
/ ____
3 / / 3
\/ \/ b
-----------------------------
3
$$\frac{\sqrt{3} \sqrt[3]{\frac{\sqrt{b} \sqrt[8]{b^{2}}}{\sqrt{b^{3}}}}}{3}$$
sqrt(3)*(sqrt(b)*(b^2)^(1/8)/sqrt(b^3))^(1/3)/3
_______________
/ ____
/ ___ 8 / 2
___ / \/ b *\/ b
\/ 3 * / -------------
/ ____
3 / / 3
\/ \/ b
-----------------------------
3
$$\frac{\sqrt{3} \sqrt[3]{\frac{\sqrt{b} \sqrt[8]{b^{2}}}{\sqrt{b^{3}}}}}{3}$$
sqrt(3)*(sqrt(b)*(b^2)^(1/8)/sqrt(b^3))^(1/3)/3
Denominador racional
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_________________
/ ____ ____
/ 8 / 2 / 3
___ / \/ b *\/ b
\/ 3 * / ---------------
3 / 5/2
\/ b
------------------------------
3
$$\frac{\sqrt{3} \sqrt[3]{\frac{\sqrt[8]{b^{2}} \sqrt{b^{3}}}{b^{\frac{5}{2}}}}}{3}$$
sqrt(3)*((b^2)^(1/8)*sqrt(b^3)/b^(5/2))^(1/3)/3
Unión de expresiones racionales
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_______________
/ ____
/ ___ 8 / 2
___ / \/ b *\/ b
\/ 3 * / -------------
/ ____
3 / / 3
\/ \/ b
-----------------------------
3
$$\frac{\sqrt{3} \sqrt[3]{\frac{\sqrt{b} \sqrt[8]{b^{2}}}{\sqrt{b^{3}}}}}{3}$$
sqrt(3)*(sqrt(b)*(b^2)^(1/8)/sqrt(b^3))^(1/3)/3
Abrimos la expresión
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_____________________
/ ______
/ ___ / 1
/ \/ b * / ----
/ / /1 \
/ / |--|
/ 8 / | 2|
___ / \/ \b /
\/ 3 * / -------------------
/ ____
3 / / 3
\/ \/ b
---------------------------------------
3
$$\frac{\sqrt{3} \sqrt[3]{\frac{\sqrt{b} \sqrt[8]{\frac{1}{\frac{1}{b^{2}}}}}{\sqrt{b^{3}}}}}{3}$$
sqrt(3)*(sqrt(b)*(1/(b^(-2)))^(1/8)/sqrt(b^3))^(1/3)/3