What is #abs(-9)#? Algebra Properties of Real Numbers Additive Inverses and Absolute Values 1 Answer George C. Jun 20, 2015 #abs(-9) = 9# Explanation: If #x > 0# then #abs(x) = x > 0# If #x = 0# then #abs(x) = 0# If #x < 0# then #abs(x) = -x > 0# For all #x# we have #abs(x) >= 0# #abs(x)# is the 'size' of #x#, regardless of its sign. Equivalently, it is the distance of #x# from #0# Answer link Related questions What are absolute values? What is the absolute value of -10 and 10? How do you know that the additive inverse of -20 is 20? How do you evaluate #|2-8|#? How do you simplify #-|-1|#? What is the additive inverse property? What is the absolute value of -9? How do you simplify #x = - abs6^2 - abs(-4 + 7) *7#? How do you simplify #abs( -11 +1)#? How do you simplify #abs6-abs(-3)#? See all questions in Additive Inverses and Absolute Values Impact of this question 2165 views around the world You can reuse this answer Creative Commons License