[math]\sqrt\{17/12 + 9/7 : \{2/5 + 7/8 : [(11/15-1/3)^2:(8/5)^2 +(5/2-9/8-9/16)]^2\}\}[/math]
[math]\sqrt\{17/12 + 9/7 : \{2/5 + 7/8 : [(\frac\{11-5\}{15})^2:64/25 +\frac{40-18-9}{16}]^2\}\}[/math]
[math]\sqrt\{17/12 + 9/7 : \{2/5 + 7/8 : [(\frac\{6\}{15})^2:64/25 +\frac{13}{16}]^2\}\}[/math]
[math]\sqrt\{17/12 + 9/7 : \{2/5 + 7/8 : [(\frac\{2\}{5})^2:64/25 +\frac{13}{16}]^2\}\}[/math]
[math]\sqrt\{17/12 + 9/7 : \{2/5 + 7/8 : [4/25 \cdot 25/64 +13/16]^2\}\}[/math]
[math]\sqrt\{17/12 + 9/7 : \{2/5 + 7/8 : [1/16 +13/16]^2\}\}[/math]
[math]\sqrt\{17/12 + 9/7 : \{2/5 + 7/8 : [14/16]^2\}\}[/math]
[math]\sqrt\{17/12 + 9/7 : \{2/5 + 7/8 \cdot 16/14 \cdot 16/14\}\}[/math]
[math]\sqrt\{17/12 + 9/7 : \{2/5 + 8/7\}\}[/math]
[math]\sqrt\{17/12 + 9/7 : \frac\{14+40\}{35}\}[/math]
[math]\sqrt\{17/12 + 9/7 \cdot 35/54\}[/math]
[math]\sqrt\{17/12 + 5/6\}[/math]
[math]\sqrt\{\frac\{17+10\}{12}\}[/math]
[math]\sqrt\{\frac\{27\}{12}\}[/math]
[math]\sqrt\{9/4\}[/math]
[math]3/2[/math]
