Given the function k described by k (x) = x + 18, how do you find k(9)?

1 Answer
May 18, 2018

See explanation below

Explanation:

You have to replace #x# by the number you are evaluating

The meaning of #k(x)# is a "machine" that transforms each number #x# to itself plus 18 units

In our case

#k(x)=x+18#, then #k(color(red)9)=color(red)(9)+18=27#
And so on....
#k(color(red)(2))=color(red)2+18=20#
#k(color(red)(-1))=color(red)(-1)+18=17#