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Suppose we follow Sir Isaac Barrow's method of finding the tangent implicitly for the circle with equation x² + y²2 = 9. That is, we replace (x, y) by (x - e, y -a), use the fact that (x, y) belongs to the circle, and then treat certain expressions as "infinitely small" and hence discard them in the equation. After having done all of these, you must arrive at which equation? Ox²2ex + y² - 2ay=0 O-2ex - 2ay = 9 -2ex - 2ay = 0 e² 2ex + a² - 2ay = 0

Suppose we follow Sir Isaac Barrow's method of finding the tangent implicitly for the circle with equation x² + y²2 = 9. That is, we replace (x, y) by (x - e, y -a), use the fact that (x, y) belongs to the circle, and then treat certain expressions as "infinitely small" and hence discard them in the equation. After having done all of these, you must arrive at which equation? Ox²2ex + y² - 2ay=0 O-2ex - 2ay = 9 -2ex - 2ay = 0 e² 2ex + a² - 2ay = 0

Advanced Engineering Mathematics
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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Suppose we follow Sir Isaac Barrow's method of finding the tangent implicitly for the circle with equation x² + y² = 9. That is, we replace (x, y) by (x — e, y — a), use the fact that (x, y) belongs to the circle, and then treat certain expressions as "infinitely small" and hence discard them in the equation. After having done all of these, you must arrive at which equation? Ox²2ex + y² - 2ay = 0 -2ex - 2ay=9 -2ex - 2ay=0 O e² 2ex + a² - 2ay = 0 -
Transcribed Image Text:Suppose we follow Sir Isaac Barrow's method of finding the tangent implicitly for the circle with equation x² + y² = 9. That is, we replace (x, y) by (x — e, y — a), use the fact that (x, y) belongs to the circle, and then treat certain expressions as "infinitely small" and hence discard them in the equation. After having done all of these, you must arrive at which equation? Ox²2ex + y² - 2ay = 0 -2ex - 2ay=9 -2ex - 2ay=0 O e² 2ex + a² - 2ay = 0 -
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