Practice problem
Let fff be a function of the form f(x)=ax+bf(x) = ax + bf(x)=ax+b. If f=f−1f = f^{-1}f=f−1, and a≠−1a\ne -1a=−1, then what are the values of aaa and bbb?
a=0a=0a=0
a=1a=1a=1
a=2a=2a=2
b=0b=0b=0
b=1b=1b=1
b=2b=2b=2
Type a concept, like “slope” or “photosynthesis”.