Answer:
[tex] the \: correct \: order \: is \to \\ \boxed{ 0- 9 }\to \boxed{ - 3 - (4)} \to \boxed{ - 6 - ( - 1) }\to \boxed{ 4 + ( - 6) }\to \boxed{ 7 - ( -2 )} \to \boxed{ 6 + 5}[/tex]
Step-by-step explanation:
[tex]6 + 5 = 11\\ 4 + ( - 6) = 2\\ - 3 - (4) = - 7 \\ 7 - ( -2 ) = 9\\ - 6 - ( - 1) = - 5 \\ 0 - 9 = - 9 \: \\ hence : the \: correct \: order \: is \to \\ \boxed{ 0- 9 }\to \boxed{ - 3 - (4)} \to \boxed{ - 6 - ( - 1) }\to \boxed{ 4 + ( - 6) }\to \boxed{ 7 - ( -2 )} \to \boxed{ 6 + 5}[/tex]
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