In the figure above, ABC is an equilateral triangle, BD = CD, and ∠BDC = 120. M is on AB, and N is on AC, so that ∠MDN = 60. If side length of ΔABC is 3, find the perimeter of ΔAMN.
I need to prove this using only triangle congruency theorems.
oblique valve
In the figure above, ABC is an equilateral triangle, BD = CD, and ∠BDC = 120. M is on AB, and N is on AC, so that ∠MDN = 60. If side length of ΔABC is 3, find the perimeter of ΔAMN.
I need to prove this using only triangle congruency theorems.
ivory coveBOT
oblique valve
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half echoBOT
Pfötchen
crude remnant
In the figure above, ABC is an equilateral triangle, BD = CD, and ∠BDC = 120. M ...
Just show that D is the center of escribed circle of MAN