Why product (9) X - 5) x (- 6) is negative while
- 9) * (-5) X (-6) X (-1) is positive? Give reason.
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Answers
SOLUTION
TO DETERMINE
The reason : The product ( 9 ) × ( - 5 ) × ( - 6 ) is negative while (- 9) *! ×(-5) X (-6) X (-1) is positive
EVALUATION
In the first product :
( - 9 ) × ( - 5 ) × ( - 6 )
= ( - 9 ) × 30 [ as ( - ) × ( - ) = ( + ) ]
= - 270 [ as ( + ) × ( - ) = ( - ) ]
In the second product :
( - 9 ) × ( - 5 ) × ( - 6 ) × ( - 1 )
= ( - 9 ) × ( - 5 ) × ( 6 ) [ as ( - ) × ( - ) = ( + ) ]
= ( - 9 ) × ( - 30 ) [ as ( + ) × ( - ) = ( - ) ]
= 270 [ as ( - ) × ( - ) = ( + ) ]
Reason :
In the first case there are odd number of negative sign and product of odd number of negative sign is negative
In the second case there are even number of negative sign and product of even number of negative sign is positive
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