Question

Dale graphed the absolute value parent function. Then, he reflected the graph over the x-axis, shifted it four units to the right and three units up. Give the new equation​

Answer 1

Required Answer :-

• i(x) = - |x - 4| + 3

Step-by-step explanation:

Parent function:

f(x) = |x|, solid black on the graph

Transformations

1. Reflection over x-axis: f(x) →  -f(x)

g(x) = -|x|, dotted blue on the graph

2. Horizontal shift 4 units to the right: g(x) → g(x - 4) h(x) = -|x - 4|, dotted green on the graph

3. Vertical shift 3 units up: h(x)  → h(x) + 3

i(x) = - |x - 4| + 3, solid red on the graph

This is the final function.

╍╍╍╍╍╍╍╍╍╍╍╍╍╍╍╍╍╍╍╍╍╍╍╍╍

Answer 2

Describe the transformations that were applied to the parent function 3. f(x) = 2/x +41 - 1 4. F(x)=- x + 2] + 3 5. S(x) = 2 / (x + 7,² +2 6. 5. Dale graphed the absolute value parent function. Then, he reflected the graph over the x-axis, shifted it four units to the right and three units up. Give the new equation. the vartovavic of cymmetry State the domain and range, t