Answer:
1. upside down graph: y = - ⎜x +1⎟ + 1
2. regular graph: y = ⎜x -2⎟ -2
Step-by-step explanation:
This is an absolute value function f(x) = |x| with some transformations
1) facing down graph means that f(x) is flipped around x-axis so a must be negative
y = -a ⎜x - h⎟ + k
h is the number of units for f(x) = |x| translated horizontally
h is positive if translation is to the right, h is negative if translation is to the left
k is the number of units for f(x) = |x| translated vertically
if translation is up k is positive; if a translation is down k is negative
function i s flipped over x-axis moved 1 unit to the left and 1 unit up
y = - ⎜x +1⎟ + 1
2) similar for this graph
function is 2 units to the right and 2 units down
y = ⎜x -2⎟ -2
