= 0 pts: (-0.36 , 0) & (-4.14 , 0), Y-intercept: (0 , 2), Vertex: (-4.25 , -7.13) pts: (-1.36 , 0) & (-2.14 , 0), Y-intercept: (0, 3), Vertex: (-4.25 , -7.13) pts: (-0.56 , 0) & (-5.14 , 0), Y-intercept: (0 , 3), Vertex: (-2.25 , -5.13) pts: (-0,36. 0) & (-4.14. 0), Y-intercept: (0. 3), Vertex: (-2,25. -7.13)

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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For the quadratic equation mentioned below, find the coordinates of two x-intercepts, y-intercept and the vertex:
2x2 + 9x + 3 = 0
O X-intercepts: (-0.36 , 0) & (-4.14 , 0), Y-intercept: (0 , 2), Vertex: (-4.25 , -7.13)
X-intercepts: (-1.36 , 0) & (-2.14 , 0), Y-intercept: (0 , 3), Vertex: (-4.25 , -7.13)
X-intercepts: (-0.56 , 0) & (-5.14 , 0), Y-intercept: (0 , 3), Vertex: (-2.25 , -5.13)
O X-intercepts: (-0.36 , 0) & (-4.14 , 0), Y-intercept: (0 , 3), Vertex: (-2.25 , -7.13)
Transcribed Image Text:For the quadratic equation mentioned below, find the coordinates of two x-intercepts, y-intercept and the vertex: 2x2 + 9x + 3 = 0 O X-intercepts: (-0.36 , 0) & (-4.14 , 0), Y-intercept: (0 , 2), Vertex: (-4.25 , -7.13) X-intercepts: (-1.36 , 0) & (-2.14 , 0), Y-intercept: (0 , 3), Vertex: (-4.25 , -7.13) X-intercepts: (-0.56 , 0) & (-5.14 , 0), Y-intercept: (0 , 3), Vertex: (-2.25 , -5.13) O X-intercepts: (-0.36 , 0) & (-4.14 , 0), Y-intercept: (0 , 3), Vertex: (-2.25 , -7.13)
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