Algebra II Chapter 2 Study Team Strategy Hot Seat Objective: Prepare for the Chapter 2 TAPS tomorrow & Individual Test Wednesday
Write a quadratic equation for a graph opening downward, compressed vertically by a factor of 1/4, with a vertex at (6, -2)
Write a quadratic equation of a parabola (in graphing form) with vertex at (3, 4) & passing through the ordered pair (5, 3)
Write an absolute value equation for a graph opening upward, stretched by a factor of 3, with a vertex at (-7, 3)
Use averaging the intercepts to find the vertex, then graph the equation. SHOW ALL WORK!
Identify the vertex, exact x- intercepts, and draw the graph:
Write an equation for each parabola described below. a. A parabola with a stretch factor of 4, with the vertex at (–5, 0). b. A parabola with a vertex at (4, -2), negative orientation, and a vertical stretch of 5.
Draw a graph of the piecewise function:
Give the equations and domain of the graph below:
Find the equation in graphing form of a parabola with a vertex at (2, 3) and passes through the ordered pair (5, 6)
Describe the transformation from the parent function Reflection over the x-axis, shift locator point right 2 units and up 9 (asymptotes at x = 2 and y= 9)
Find f(-x) & -f(x) then state if the function is odd/ even / neither. Given
Use inverses to solve for the exact x-intercepts.
Or decimals!