finding the inverse To find theinverseof a one-to-onefunction, do the following: 1. If thefunctionis written infunctionnotation, replacef(x)f(x)withyy. 2. Swap anyxxin thefunctionwithyy, and vice versa, i.e.,y=x+2y=x+2becomesx=y+2x=y+2. ...
To find theinverseof a one-to-onefunction, do the following: 1. If thefunctionis written infunctionnotation, replacef(x)f(x)withyy. 2. Swap anyxxin thefunctionwithyy, and vice versa, i.e.,y=x+2y=x+2becomesx=y+2x=y+2.
To find the inverse of a one-to-one function, do the following: 1. If the function is written in function notation, replace f(x)f(x) with yy. 2. Swap any xx in the function with yy, and vice versa, i.e., y=x+2y=x+2 becomes x=y+2x=y+2. 3. Solve for yy, then replac...
1. if the function is written in function notation, replace with . 2. swap any in the function with , and vice versa, i.e., becomes . 3. solve for , then replace with . not infinite. finite has an end. a reflection of a two-dimensional shape, a mirror image of a shape. ...