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B.  Solve  for  the  unknown  side   by  applying  the  Triangle  Angle‐Bisector  Theorem.​

B.  Solve  for  the  unknown  side   by  applying  the  Triangle  Angle‐Bisector  Theorem-example-1
User Jox
by
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2 Answers

4 votes

Question:-

Solve for the unknown side by applying the Triangle Angle‐Bisector Theorem.

Solution for r:-


\rightarrow\sf{(25)/(15)=(s)/(18)\rightarrow{15s}=25(18)}


\rightarrow\sf{s=(25(18))/(15)}


\rightarrow\sf{s={([(5)(5)][(2)(3)(3)])/((3)(5))}}


\rightarrow\sf{s=(5)(2)(3)=30}

Solution for s:-


\rightarrow\sf{s=20-r=20-12={\color{magenta}{8}}}

Answer:-

  • The Unknown sides of the given figure above is 8.


\large{—————————————————————}

#CarryOnMath⸙

✍Zenitsu2

B.  Solve  for  the  unknown  side   by  applying  the  Triangle  Angle‐Bisector  Theorem-example-1
User Vittoria
by
8.7k points
4 votes

Answer: It is 18

Step-by-step explanation: Well because it is the same as the other side.

User Keshan De Silva
by
8.5k points
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