In triangle ABC, the bisector of B meets AC at point K. AB= 15 and BC=20 and AC=14. What is the value of AK *
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Answer:
7 cm
Step-by-step explanation:
bisector of B meets AC at point K.
K divides AC into 2 equal parts. therefore K is the perpedicular point of AC.
AC = 14
to find AK, divide AC by 2 ( AC/2 or 14/2)
ur answer will be 7 cm.
Hope this helps you!!!!
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