verify that (-48)+[(12÷(-4)]=[(-48)÷12]÷(-4)
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( -48 ) / ( 12 / ( -4) )
= (-48) / ( -3) ( by cancelling on the table of 4 )
= 16 ( by cancelling on the table of 3)
whereas
(( -48 ) /12 ) / ( -4)
(( -4) / ( -4) ( by cancelling on the table of 12 )
= 1 ( by cancelling on the table of 4)
so this shows that statement 1 is not equal to statement 2
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