A comet’s path (as it approaches the sun) can be modeled by one branch of the hyperbola [(Y2 ) / 1096 ] - [(X2) / 41334] = 1 , where the sun is at the focus of that part of hyperbola. Each unit of the coordinate system is 1 million miles. (a). Find the coordinate of the sun (assuming it is at the focus with non-negative coordinates). Round to the neares hundredth. (b) how close does the comet come to the sun.
A comet’s path (as it approaches the sun) can be modeled by one branch of the hyperbola [(Y2 ) / 1096 ] - [(X2) / 41334] = 1 , where the sun is at the focus of that part of hyperbola. Each unit of the coordinate system is 1 million miles. (a). Find the coordinate of the sun (assuming it is at the focus with non-negative coordinates). Round to the neares hundredth. (b) how close does the comet come to the sun.
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section11.3: Hyperbolas
Problem 25E
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A comet’s path (as it approaches the sun) can be modeled by one branch of the hyperbola
[(Y2 ) / 1096 ] - [(X2) / 41334] = 1 , where the sun is at the focus of that part of hyperbola.
Each unit of the
sun (assuming it is at the focus with non-negative coordinates). Round to the neares hundredth. (b) how close does the comet come to the sun.
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