If \( r = 9 \), \( b = 5 \), and \( g = -6 \), what does \( (r + b - g)(b + g) \) equal?

A. \(-20\)
B. \(0\)
C. \(-8\)
D. \(19\)
E. \(20\)

if r = 9, b=5, & 6 = -6 what does (r + b -g)(b + g) equals ( r + b - g )(b+ g) [(9+ 5 -(- 6)] [( 5+ - 6) ] just pluck in the values (14 + 6)( 5-6) = 20*-1 -20 ^ the answer is F

Answered by Poknoy | 2024-06-10

its answer will be F -20 as when the vale of r and b is applied the answer is -20

Answered by Anonymous | 2024-06-10

The expression ( r + b − g ) ( b + g ) evaluates to − 20 when substituting r = 9 , b = 5 , and g = − 6 . The calculations produce the result by following the order of operations for addition and subtraction. Therefore, the answer is − 20 .
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Answered by Poknoy | 2024-10-02