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#6 * Triangle ABC is shown. What is tan(A) ? Your answer #7" 。 "

\#66 *\newlineTriangle ABC A B C is shown.\newlineWhat is tan⁡(A) \tan (A) ?\newlineYour answer\newline#7 。  \# 7 \text { 。 }

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Positive and negative square rootsright chevron icon

Full solution

Q. \#66 *\newlineTriangle ABC A B C is shown.\newlineWhat is tan⁡(A) \tan (A) ?\newlineYour answer\newline#7 。  \# 7 \text { 。 }
  1. Identify sides for angle AA: Identify the sides relative to angle AA; opposite and adjacent.
  2. Use tangent definition: Use the definition of tangent, which is tan⁡(A)=oppositeadjacent\tan(A) = \frac{\text{opposite}}{\text{adjacent}}.
  3. Find lengths of sides: Find the lengths of the opposite and adjacent sides from the given triangle information.

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