Define the function p using the function f.What is the function rule for p? The image illustrates a graph with three quadratic functions plotted on a Cartesian coordinate grid.1. **Function \( f(x) \)**: - Depicted in black. - Has a vertex at \((0, 1)\) and opens upwards. - Symmetrical about the y-axis. - Passes through points such as \((-3, 10)\), \((-2, 5)\), \((-1, 2)\), \((1, 2)\), \((2, 5)\), \((3, 10)\).2. **Function \( g(x) \)**: - Shown in blue. - Opens upwards with a vertex at \((5, 0)\). - Symmetrical about the line \(x = 5\). - Passes through points such as \((3, 4)\), \((4, 1)\), \((6, 1)\), \((7, 4)\).3. **Function \( h(x) \)** and **Function \( p(x) \)**: - Function \( h(x) \) is in red, and Function \( p(x) \) is in green. - Both have vertices close to \((4, 0)\) and open upwards. - They trace closely but are not identical, with \( h(x) \) slightly broader than \( p(x) \). - The vertex of \( h(x) \) is at \((4,1)\) and it runs above \( p(x)\).The grid lines indicate integer values on the x-axis from \(-3\) to \(8\) and on the y-axis from \(1\) to \(11\). The functions illustrate different parabolic shapes and transformations compared to the basic function \( f(x) \).

Name: Define the function p using the function f.What is the function rule f
Uploaded: 2024-03-20T06:47:22.000Z
Channel: Bartleby
Description: Define the function p using the function f.What is the function rule for p? The image illustrates a graph with three quadratic functions plotted on a Cartesian coordinate grid.1. **Function \( f(x) \)**: - Depicted in black. - Has a vertex at \((