Lltyflyhighll1 identify a transformation of the function f(x)=|x| by observing the equation of the function g(x)=|x|-32 a vertical shift 32 units upward. a horizontal shift 32 units to the right. a vertical shift 32 units downward. a horizontal shift 32 units to the left

A horizontal shift in an absolute value function (or any function that is not a line) is indicated within the set of brackets (or parenthesis or absolute value symbols. They're all pretty much the same).  A horizontal shift is a side to side movement.  The parent graph of the absolute value of x has no number inside there with the x so we have no horizontal movement.  The vertex is still sitting at an x value of 0.  The up and down movement, the vertical movement is indicated by the number outside the parenthesis and after a positive or negative sign.  A positive sign indicates up movement while a negative sign indicates downward movement.  In our translated function, we have no number in with the x, so no side to side movement, but we have a -32 after that, indicating a vertical shift down 32 units.  Third choice down.

The answer is c. 7 (i think) i’m almost sure though