DAY 3 Activity 3. Rewrite the general form into the standard form of a parabola. Consequently, identify its different parts. Show your solution and sketch the graph of the following equations of parabola. 1. 3y2 + 8x + 24y + 40 = 0 Vertex: Focus: Directrix: Axis of Symmetry: Length of Latus Rectum: Endpoints of Latus Rectum: 2. 2x2 + 2x +y+1= 0 Vertex: Focus: Directrix: Axis of Symmetry: Length of Latus Rectum: Endpoints of Latus Rectum: 3. x = -y? + 3y + 2 Vertex: Focus: Directrix: Axis of Symmetry: Length of Latus Rectum: Endpoints of Latus Rectum: 4. y2 – 3y – x – 10 = 0 Vertex: Focus: Directrix: Axis of Symmetry: Length of Latus Rectum: Endpoints of Latus Rectum:

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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DAY 3
Activity 3. Rewrite the general form into the standard form of a parabola. Consequently,
identify its different parts. Show your solution and sketch the graph of the following
equations of parabola.
1. 3y2 + 8x + 24y + 40 = 0
Vertex:
Focus:
Directrix:
Axis of Symmetry:
Length of Latus Rectum:
Endpoints of Latus Rectum:
2. 2x2 + 2x + y+1= 0
Vertex:
Focus:
Directrix:
Axis of Symmetry:
Length of Latus Rectum:
Endpoints of Latus Rectum:
3. x = -y2 + 3y + 2
Vertex:
Focus:
Directrix:
Axis of Symmetry:
Length of Latus Rectum:
Endpoints of Latus Rectum:
4. у2 — Зу— х — 10 %3D 0
Vertex:
Focus:
Directrix:
Axis of Symmetry:
Length of Latus Rectum:
Endpoints of Latus Rectum:
Transcribed Image Text:DAY 3 Activity 3. Rewrite the general form into the standard form of a parabola. Consequently, identify its different parts. Show your solution and sketch the graph of the following equations of parabola. 1. 3y2 + 8x + 24y + 40 = 0 Vertex: Focus: Directrix: Axis of Symmetry: Length of Latus Rectum: Endpoints of Latus Rectum: 2. 2x2 + 2x + y+1= 0 Vertex: Focus: Directrix: Axis of Symmetry: Length of Latus Rectum: Endpoints of Latus Rectum: 3. x = -y2 + 3y + 2 Vertex: Focus: Directrix: Axis of Symmetry: Length of Latus Rectum: Endpoints of Latus Rectum: 4. у2 — Зу— х — 10 %3D 0 Vertex: Focus: Directrix: Axis of Symmetry: Length of Latus Rectum: Endpoints of Latus Rectum:
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