Simplificación general
[src]
$$0$$
Unión de expresiones racionales
[src]
______________
/ ____ / ___ ___\
-5 + \/ 9 + 2*\/ 14 *\\/ 7 - \/ 2 /
--------------------------------------
______________
/ ____
\/ 9 + 2*\/ 14
$$\frac{-5 + \sqrt{2 \sqrt{14} + 9} \left(- \sqrt{2} + \sqrt{7}\right)}{\sqrt{2 \sqrt{14} + 9}}$$
(-5 + sqrt(9 + 2*sqrt(14))*(sqrt(7) - sqrt(2)))/sqrt(9 + 2*sqrt(14))
___ ___ 5
\/ 7 - \/ 2 - -----------------
______________
/ ____
\/ 9 + 2*\/ 14
$$- \sqrt{2} - \frac{5}{\sqrt{2 \sqrt{14} + 9}} + \sqrt{7}$$
sqrt(7) - sqrt(2) - 5/sqrt(9 + 2*sqrt(14))
Parte trigonométrica
[src]
___ ___ 5
\/ 7 - \/ 2 - -----------------
______________
/ ____
\/ 9 + 2*\/ 14
$$- \sqrt{2} - \frac{5}{\sqrt{2 \sqrt{14} + 9}} + \sqrt{7}$$
sqrt(7) - sqrt(2) - 5/sqrt(9 + 2*sqrt(14))
___ ___ 5
\/ 7 - \/ 2 - -----------------
______________
/ ____
\/ 9 + 2*\/ 14
$$- \sqrt{2} - \frac{5}{\sqrt{2 \sqrt{14} + 9}} + \sqrt{7}$$
sqrt(7) - sqrt(2) - 5/sqrt(9 + 2*sqrt(14))
Denominador racional
[src]
______________ ______________
___ ___ / ____ ____ / ____
- 5*\/ 7 + 5*\/ 2 + 9*\/ 9 + 2*\/ 14 - 2*\/ 14 *\/ 9 + 2*\/ 14
----------------------------------------------------------------------
5
$$\frac{- 2 \sqrt{14} \sqrt{2 \sqrt{14} + 9} - 5 \sqrt{7} + 5 \sqrt{2} + 9 \sqrt{2 \sqrt{14} + 9}}{5}$$
(-5*sqrt(7) + 5*sqrt(2) + 9*sqrt(9 + 2*sqrt(14)) - 2*sqrt(14)*sqrt(9 + 2*sqrt(14)))/5
/ ______________ ______________\
| ___ / ____ ___ / ____ |
-\5 + \/ 2 *\/ 9 + 2*\/ 14 - \/ 7 *\/ 9 + 2*\/ 14 /
---------------------------------------------------------
______________
/ ____
\/ 9 + 2*\/ 14
$$- \frac{- \sqrt{7} \sqrt{2 \sqrt{14} + 9} + 5 + \sqrt{2} \sqrt{2 \sqrt{14} + 9}}{\sqrt{2 \sqrt{14} + 9}}$$
-(5 + sqrt(2)*sqrt(9 + 2*sqrt(14)) - sqrt(7)*sqrt(9 + 2*sqrt(14)))/sqrt(9 + 2*sqrt(14))