An angle bisector of a triangle divides the opposite side of the triangle into segments 1.5 cm and 1 cm long. A second side of the triangle is 2.6 cm long. Find all possible lengths of the third side of the triangle. Round answers to the nearest tenth of a centimeter. (Hint: Draw a picture of the triangle, label one side with 2.6 cm, and solve for the other side. Then, move the 2.6 cm to the other side and solve.) will give medal!
please answer
Have you drawn a picture of the triangle?
i dont know how
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can you explain it to me
these are two cases . you know 3 values you have to find forth one only
there is property of angle bisector of triangle
@ramit.dour Hmm..., did you assume that triangles ABD and ACD are similar?
no!
so do I have to find AC and AB
yes AC for first case and AB for second case
the ratio of sides containing angle which is bisected is equal to ratio of side intersected by angle bisector .
wait let me solve then tell me if I am right
nvm solve it
nvm?
nevermind
because i want to see your steps
1.733 and 3.9
exactly what i got but these are the choices: a. 12.5 cm or 4.2 cm c. 4.5 cm or 12.5 cm b. 11.6 cm or 4.2 cm d. 4.5 cm or 11.6 cm
:O
can you help
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