Solution: Find the slope of the ellipse x^2+4y^2–10x–16y+5=0

(Last Updated On: January 22, 2020)

Find the slope of the ellipse x^2+4y^2–10x–16y+5 = 0 at the point where y = 2+8^0.5 and x = 7.

Problem Statement: CE Board May 1996

Find the slope of the ellipse x^2+4y^2–10x–16y+5=0 at the point where y=2+8^0.5 and x=7.

  • A. -0.1463
  • B. -0.1538
  • C. -0.1654
  • D. -0.1768

Problem Answer:

The slope of the ellipse is equal to -0.1768

View Solution:
Solution: Find the slope of the ellipse x^2+4y^2–10x–16y+5=0

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