\(\left(2^3+1^5\right).1000^0+0:\left(3^2+5^0\right)+1^2+1\)
\(=\left(2^3+1\right).1+0:\left(3^2+5\right)+1:1\)
\(=2^3+1+0+1\)
\(=8+1+1\)
\(=10\)
a) \(\left(2^3+1^5\right).1000^0+0:\left(3^2+5^0\right)+1^2:1\)
\(=2^3+1+0+1\)
\(=10\)
a) (\(^{2^3}\)\(\)+\(^{1^5}\)).\(^{1000^0}\)+0 : (\(^{3^2+5^0}\))+\(^{1^2}\) : 1
=(8+1).1+0 : (9+1)+1:1
=9.1+0 : 10+1:1
=9+0+1
=9+1
=10