How do you evaluate #p(-6)# given #p(x)=-x-2#?

1 Answer
smendyka
Feb 16, 2017

See the entire evaluation process below:

Explanation:

To evaluate this function you need to substitute #color(red)(-6)# for every occurrence of #color(red)(x)# in the function and then calculate the result:

#p(color(red)(x)) = -color(red)(x) - 2# becomes:

#p(color(red)(-6)) = -color(red)((-6)) - 2#

#p(color(red)(-6)) = color(red)((6)) - 2#

#p(color(red)(-6)) = 4#

Related questions
See all questions in Function Notation
Impact of this question
2364 views around the world
You can reuse this answer
Creative Commons License