# Algebra II Graphing Concepts

 What type of equation would the following graph give you? Absolute Value Absolute Value equations give you what "shape" for a graph? "V" Squared (x2) equations give you what "shape" for a graph? "U" - Parabola Cubed (x3) equations give you what "shape" for a graph? Snake y=mx+b equations give you what "shape" for a graph? Line y=# and x=# give you what "shape" for a graph? Line "H.O.Y." stands for what? Horizontal Line"Zero" slopeEquation is y=# and goes through y-axis "V.U.X" stands for what? Vertical Line"Undefined" slopeEquation is x=# and goes through x-axis What does the "m" in y=mx+b stand for? Slope What is your saying for slope when it comes to graphing? Rise over run Equation for slope is? the equation y=(x - h)2+(y - k)2 will give you what "shape"? Circle What does the "b" in y=mx+b stand for? y-intercept What is the vertex of the following graph? (0, -3) Is the following a Minimum or Maximum? Minimum Is the following a Minimum or Maximum? Maximum What is the vertex of the following graph? (-3, 6) What is the vertex of the following equation: y=2(x - 1)2-3? (1, -3) What is the vertex of the following equation: y=-x2+4x+4? (2, 8) Where can you find the solutions, zeros, or roots on a graph? Where the function crosses the x-axis What are the solutions/"real" zeros of the following graph? Where the function crosses the x-axis: -4 and 6 What is the vertex of the following equation: (0, 2) What "shape" will the following equation make: Snake What 'shape" will the following equation make: "U" - Parabola What is the slope of the following equation: slope = 1/2 What is the y-intercept of the following equation: y-intercept = 0 What is the y-intercept of the following equation: y-intercept = -9 What is the x-intercept and y-intercept of the following equation: x-intercept: (9, 0)y-intercept: (0, 3) What is the x-intercept and y-intercept of the following equation: x-intercept: (4, 0)y-intercept: (0, -8) Describe the end behavior of the following: x2 Up to the leftUp to the right Describe the end behavior of the following: -x2 Down to the leftDown to the right Describe the end behavior of the following: x3 Down to the leftUp to the right Describe the end behavior of the following: -x3 Up to the leftDown to the right Describe the end behavior of the following: x Down to the leftUp to the right Describe the end behavior of the following: -x Up to the leftDown to the right Describe the end behavior of the following: x4 Up to the leftUp to the right Describe the end behavior of the following: -x4 Down to the leftDown to the right  has how many "zeros/solutions"? (all zeros, real and imaginary) # zeros is always representative of the highest power = 4  has how many "zeros/solutions"? (all zeros, real and imaginary) # zeros is always representative of the highest power = 8 How many "real" solutions does the following graph have? What is the solution? 1 "double root"(0, 0) Add questions that have the graph and then asking how many "real" zeros? AuthorJessicaWilliams ID245870 Card SetAlgebra II Graphing Concepts DescriptionAlgebra II Graphing Concepts: type of graph/equation, end behavior, number of "real" solutions, vertex, min/max Updated2013-11-08T20:31:15Z Show Answers