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Instruction: On a sheet of paper (e.g., graphing paper or bond paper), write each of the following second-degree equation in its standard form. Identify the orientation, center, vertices, foci, covertices, and other vital points. If it is a parabola, identify the directrix and latus rectum.

Instruction: On a sheet of paper (e.g., graphing paper or bond paper), write each of the following second-degree equation in its standard form. Identify the orientation, center, vertices, foci, covertices, and other vital points. If it is a parabola, identify the directrix and latus rectum.

Elementary Geometry For College Students, 7e
Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
Problem 1CT
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Show complete solution for all equations in handwritten form, scan your answer and upload them. 

Also, find the coefficient for parabola and graph all equations. 

PLEASE MAKE SURE TO FOLLOW THE RULES AND MY RULES. THANK YOU SOOO MUCH!!

Instruction: On a sheet of paper (e.g., graphing paper or bond paper), write each of the following second-degree equation in its standard form. Identify the orientation, center, vertices, foci, covertices, and other vital points. • If it is a parabola, identify the directrix and latus rectum. • If it is a hyperbola, identity the equations of the oblique asymptotes. • Show all computations leading to the standard form. 1.2x² 16x +9y+59 = 0 2.49x² + 196x + 36y² - 504y + 196 = 0 3.9y² + 36y - 4x² + 8x -4 = 0 4. y² +10y - 12x + 37 = 0 5.9x² 54x9y² - 18y +63 = 0
Transcribed Image Text:Instruction: On a sheet of paper (e.g., graphing paper or bond paper), write each of the following second-degree equation in its standard form. Identify the orientation, center, vertices, foci, covertices, and other vital points. • If it is a parabola, identify the directrix and latus rectum. • If it is a hyperbola, identity the equations of the oblique asymptotes. • Show all computations leading to the standard form. 1.2x² 16x +9y+59 = 0 2.49x² + 196x + 36y² - 504y + 196 = 0 3.9y² + 36y - 4x² + 8x -4 = 0 4. y² +10y - 12x + 37 = 0 5.9x² 54x9y² - 18y +63 = 0
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