$10^{-3}10^\{-3\}$ = ……

$(\frac{1}{2}{)}^{-2}÷(\frac{1}{2}{)}^{-2}(\backslash frac\{1\}\{2\})^\{-2\}\backslash div(\backslash frac\{1\}\{2\})^\{-2\}$

$(2^5÷2^6)(2^5\backslash div2^6)$ × 2 = ……

$5^{3x-1}÷255^\{3x-1\}\backslash div25$ = 125 then x = ……

$\frac{6^{-2}}{6^n}=6^{-3}\backslash frac\{6^\{-2\}\}\{6^n\}=6^\{-3\}$ then n = ……

$\frac{5^m\times 5^3\times 5^{-2}}{5^{-5}}=5^{12}\backslash frac\{5^m\backslash times5^3\backslash times5^\{-2\}\}\{5^\{-5\}\}=5^\{12\}$ then m = ……

$2^{10}2^\{10\}$ = ……

Which of the following is correct ?

$3x^{-1}3x^\{-1\}$ = ……

The standard form of $24.36\times 10^{-3}24.36\backslash times10^\{-3\}$ is ……