➦ In the isosceles triangle ABC, AB=BC; BAC=a, AC=b. Find the length of the bisector of AK.
Correct answer:-
➦ What you're solving for:-
The length of the bisector of AK in isosceles triangle ABC.
[Refer to the below mentioned attachment].
Helpful information:-
The angle bisector of an isosceles triangle divides the base into two segments with equal lengths
How to solve:-
Draw a diagram of the triangle and use the fact that the angle bisector divides the base into two segments with equal lengths to find the length of the bisector.
The length of the bisector of AK in isosceles triangle ABC.
[Refer to the below mentioned attachment].
Helpful information:-
The angle bisector of an isosceles triangle divides the base into two segments with equal lengths
How to solve:-
Draw a diagram of the triangle and use the fact that the angle bisector divides the base into two segments with equal lengths to find the length of the bisector.
Answers & Comments
Question:-
➦ In the isosceles triangle ABC, AB=BC; BAC=a, AC=b. Find the length of the bisector of AK.
Correct answer:-
➦ What you're solving for:-
The length of the bisector of AK in isosceles triangle ABC.
[Refer to the below mentioned attachment].
Helpful information:-
The angle bisector of an isosceles triangle divides the base into two segments with equal lengths
How to solve:-
Draw a diagram of the triangle and use the fact that the angle bisector divides the base into two segments with equal lengths to find the length of the bisector.
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The length of the bisector of AK in isosceles triangle ABC.
[Refer to the below mentioned attachment].
Helpful information:-
The angle bisector of an isosceles triangle divides the base into two segments with equal lengths
How to solve:-
Draw a diagram of the triangle and use the fact that the angle bisector divides the base into two segments with equal lengths to find the length of the bisector.