1. Write the function for g(x) if the absolute value parent function f(x)=|x| is reflected across the x-axis, horizontally stretched by a factor of 4, and then translated horizontally 3 units right and vertically 7 units up. Function: f(x)=4x-4|+7 2. Identify the domain and range in SET NOTATION for the function g(x)=x+5|+8. Domain: Range: 3. Identify the vertex of the function g(x) if it is the transformation of f(x)=x-2|+7 vertically stretched by a factor of 2 and translated left 6 units and down 4 units. Vertex: (-8,-4) 4. Use the graph shown to solve the equation 2x-1-4=2 Roster Notation: 547-23 5. Solve the absolute value equation +4 +4 1x-11 X-41-3x-1=-3 +1-2 12. Show Work. 4 1x+1-5=3 Roster Notation: 6. Solve the absolute value equation x-9+3=x-(x-5). S Roster Notation: . Show Work.