\(2011-5.5^2-\left(7^3:7+2012^0\right)\\ =2011-5^3-\left(7^2+1\right)\\ =2011-125-50=1836\)
\(120:520:\left(500-5^3+35.7\right)\\ =120:520:\left(500-125+245\right)\\ =120:520:620=\dfrac{3}{8060}\)
\(2011-5\times5^2-\left[7^3:7+2012^0\right]\\ =2011-5^3-\left(7^2+1\right)\\ =2011-125-50\\ =1836\\ 120:520:\left[500-5^3+35\times7\right]\\ =120:520:\left[500-125+35\times7\right]\\ =120:520:620\\ =\dfrac{3}{8060}\)
a: \(2011-5\cdot5^2-\left[7^3:7+2012^0\right]\)
\(=2011-125-\left(7^2+1\right)\)
\(=1836\)
b: \(120:520:\left[500-5^3+35\cdot7\right]\)
\(=120:520:620\)
\(=\dfrac{3}{8060}\)