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61–66 ▪ Graphing Equations An equation is given. (a) Use a graphing calculator to graph the equation in the given viewing rectangle. (b) Find the x- and y-intercepts from the graph. (c) Ver- ify your answers to part (b) algebraically (from the equation). .61. y = x' – x²; [-2,2] by [-1, 1] 62. y = x* – 2r'; [-2, 3] by [–3, 3] 2 63. у — x² + ; (-5, 5] by [-3, 1] 64. у : [-5,5] by [-2, 2] X* + 65. y = Vr; [-5, 5] by [-2, 2] 66. y = V1 – x²; [-5,5] by [-5, 3] %3D

61–66 ▪ Graphing Equations An equation is given. (a) Use a graphing calculator to graph the equation in the given viewing rectangle. (b) Find the x- and y-intercepts from the graph. (c) Ver- ify your answers to part (b) algebraically (from the equation). .61. y = x' – x²; [-2,2] by [-1, 1] 62. y = x* – 2r'; [-2, 3] by [–3, 3] 2 63. у — x² + ; (-5, 5] by [-3, 1] 64. у : [-5,5] by [-2, 2] X* + 65. y = Vr; [-5, 5] by [-2, 2] 66. y = V1 – x²; [-5,5] by [-5, 3] %3D

College Algebra
College Algebra
7th Edition
ISBN:9781305115545
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter1: Equations And Graphs
Section1.2: Graphs Of Equations In Two Variables; Circles
Problem 61E
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61–66 ■ Graphing Equations An equation is given. (a) Use a
graphing calculator to graph the equation in the given viewing
rectangle. (b) Find the x- and y-intercepts from the graph. (c) Verify your answers to part (b) algebraically (from the equation).

61–66 ▪ Graphing Equations An equation is given. (a) Use a graphing calculator to graph the equation in the given viewing rectangle. (b) Find the x- and y-intercepts from the graph. (c) Ver- ify your answers to part (b) algebraically (from the equation). .61. y = x' – x²; [-2,2] by [-1, 1] 62. y = x* – 2r'; [-2, 3] by [–3, 3] 2 63. у — x² + ; (-5, 5] by [-3, 1] 64. у : [-5,5] by [-2, 2] X* + 65. y = Vr; [-5, 5] by [-2, 2] 66. y = V1 – x²; [-5,5] by [-5, 3] %3D
Transcribed Image Text:61–66 ▪ Graphing Equations An equation is given. (a) Use a graphing calculator to graph the equation in the given viewing rectangle. (b) Find the x- and y-intercepts from the graph. (c) Ver- ify your answers to part (b) algebraically (from the equation). .61. y = x' – x²; [-2,2] by [-1, 1] 62. y = x* – 2r'; [-2, 3] by [–3, 3] 2 63. у — x² + ; (-5, 5] by [-3, 1] 64. у : [-5,5] by [-2, 2] X* + 65. y = Vr; [-5, 5] by [-2, 2] 66. y = V1 – x²; [-5,5] by [-5, 3] %3D
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