Question

Select the transformations of g(x) = |1-2x+6| in relation to the parent function. HURRY PLEASE!!!

Answer 1

Translated right
`(7)/(2)` units and vertical stretch

OR

translated right 3.5 units and vertical stretch

bcz

`(7)/(2) =3.5`

Explanation:

The absolute function is given as:

`g(x) = |1-2x+6|`

If we simplify the equation, then we have

`g(x) = |1-2x+6|\\g(x)=|-2x+6+1|\\g(x)=|-2x+7|\\g(x)=2|x-(7)/(2) |`

Now we can say that the transformation of g(x) to the parent function will be translated right
`(7)/(2)` units and vertical stretch (bcz you have a number (2) multiplying the function).

If the sign of the number that adds to the independent variable is negative, the transformation will be translated to the right, and if it is positive, it will be translated to the left.