Ask a New Question

Question

Let ABC have side lengths AB=13, AC=14, and BC=15. There are two circles located inside <BAC which are tangent to rays AB, AC , and segment BC. Compute the distance between the centers of these two circles.
12 years ago

Answers

Steve
Take a look at

http://gogeometry.blogspot.com/2011/06/problem-626-triangle-distance-from.html

For a solution to this kind of problem.
12 years ago

Related Questions

Which set of side lengths does not form a triangle? All lengths are given in inches.(1 point)Respons... Which set of side lengths will form a triangle? All measurements are in feet. 8, 6, 2 3, 3, 6 4... Which set of side lengths do NOT form a triangle? 2,3,5 3,5,7 5, 7, 10 6,14,18 Which set of side lengths will form a triangle? All measurements are in feet. (1 point) 0 5,2,4 0... Which set of side lengths will form a triangle? All measurements are in feet.(1 point)Responses8, 6,... ABC has side lengths AB=9 , BC=12 , and AC=15 . A second right triangle, A′B′C′ , has side lengths... Given three side lengths of a rectangle—1 foot, 1.5 feet, and 12 inches—what is the length of the fo...
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use