![xpx+x\sqrt[]{\frac{Px}{Py}}py=r xpx+x\sqrt[]{\frac{Px}{Py}}py=r](/latexrender/pictures/1053ab1623efff3e5736045e27daaf79.png)
porque vira
porque some o 
Depois eu naõ consigo fazer essa outra passagem
![y=\frac{r}{Px+\sqrt[]{Px}\sqrt[]{Py}}\sqrt[]{\frac{Px}{Py}} y=\frac{r}{Px+\sqrt[]{Px}\sqrt[]{Py}}\sqrt[]{\frac{Px}{Py}}](/latexrender/pictures/c09dc5a86f97cb309930c5b1f06d0131.png)
porque vira
![r=\frac{r}{\sqrt[]{Px}(\sqrt[]{Px}+\sqrt[]{Py)}}\sqrt[]{\frac{Px}{Py}} r=\frac{r}{\sqrt[]{Px}(\sqrt[]{Px}+\sqrt[]{Py)}}\sqrt[]{\frac{Px}{Py}}](/latexrender/pictures/2e22f58456db6ad8325c83ebaa22725f.png)
porque
vira ![\sqrt[]{Px} \sqrt[]{Px}](/latexrender/pictures/04d8347b25aa5e75b7071bdbbbfd9071.png)
e depois no final tudo isso tem como resultado
![y=\frac{r}{Py+\sqrt[]{Px}\sqrt[]{Py}} y=\frac{r}{Py+\sqrt[]{Px}\sqrt[]{Py}}](/latexrender/pictures/c55eb258b660a5f4a6ce9d6c42f1cd56.png)
Alguém pode me ensinar as passagens, por favor?
Grato
José Mario
![xpx+x\sqrt[]{\frac{Px}{Py}}py=r xpx+x\sqrt[]{\frac{Px}{Py}}py=r](/latexrender/pictures/1053ab1623efff3e5736045e27daaf79.png)
porque some o 
![y=\frac{r}{Px+\sqrt[]{Px}\sqrt[]{Py}}\sqrt[]{\frac{Px}{Py}} y=\frac{r}{Px+\sqrt[]{Px}\sqrt[]{Py}}\sqrt[]{\frac{Px}{Py}}](/latexrender/pictures/c09dc5a86f97cb309930c5b1f06d0131.png)
![r=\frac{r}{\sqrt[]{Px}(\sqrt[]{Px}+\sqrt[]{Py)}}\sqrt[]{\frac{Px}{Py}} r=\frac{r}{\sqrt[]{Px}(\sqrt[]{Px}+\sqrt[]{Py)}}\sqrt[]{\frac{Px}{Py}}](/latexrender/pictures/2e22f58456db6ad8325c83ebaa22725f.png)
vira ![\sqrt[]{Px} \sqrt[]{Px}](/latexrender/pictures/04d8347b25aa5e75b7071bdbbbfd9071.png)
![y=\frac{r}{Py+\sqrt[]{Px}\sqrt[]{Py}} y=\frac{r}{Py+\sqrt[]{Px}\sqrt[]{Py}}](/latexrender/pictures/c55eb258b660a5f4a6ce9d6c42f1cd56.png)

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![\frac{\sqrt[]{\sqrt[4]{8}+\sqrt[]{\sqrt[]{2}-1}}-\sqrt[]{\sqrt[4]{8}-\sqrt[]{\sqrt[]{2}-1}}}{\sqrt[]{\sqrt[4]{8}-\sqrt[]{\sqrt[]{2}+1}}} \frac{\sqrt[]{\sqrt[4]{8}+\sqrt[]{\sqrt[]{2}-1}}-\sqrt[]{\sqrt[4]{8}-\sqrt[]{\sqrt[]{2}-1}}}{\sqrt[]{\sqrt[4]{8}-\sqrt[]{\sqrt[]{2}+1}}}](/latexrender/pictures/981987c7bcdf9f8f498ca4605785636a.png)
(dica : igualar a expressão a
e elevar ao quadrado os dois lados)