perplexus.info :: Geometry : Parabolas hugging a hexagon

Parabolas hugging a hexagon (Posted on 2023-07-07)

Part 1:
Regular hexagon ABCDEF is surrounded by two parabolas. One contains A,B,C,D and the other contains D,E,F,A. What is the ratio between the area of the intersection of the parabola's interiors to the area of the hexagon?

Part 2:
Regular hexagon ABCDEF is surrounded by two parabolas. One contains A,B,C,D and the other contains C,D,E,F. What is the ratio between the area of the intersection of the parabola's interiors to the area of the hexagon?

Part 3:
Regular hexagon ABCDEF is surrounded by two parabolas. One contains A,B,C,D and the other contains B,C,D,E. What is the ratio between the area of the intersection of the parabola's interiors to the area of the hexagon?

No Solution Yet Submitted by Jer

Rating: 4.3333 (3 votes)

Comments: ( Back to comment list | You must be logged in to post comments.)

re: Approximation for part 3

| Comment 4 of 8 |

(In reply to Approximation for part 3 by Steven Lord)

excellent information that is quite helpful to me, therefore I appreciate you sharing Kahoot Login

Posted by satipa on 2023-07-13 03:45:44

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