Question

Circle E has a radius of 4.9 meters. FG is a chord and His a perpendicular bisector of FG. If FG

Answer 1

The distance of EH is 6.6 meters.

How to find the distance EH when a chord intersect a radius?

The distance EH can be found as follows;

FH = GH = 7.6 / 2 = 3.8

Hence, using Pythagoras theorem,

EH² = 7.6² - 3.8²

EH² = 57.76 - 14.44

EH² = 43.32

EH = √43.32

EH = 6.58179306876

EH = 6.6 meters

learn more on chord here: brainly.com/question/18342941

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