Asked by Billu
find the tangent of angle C
there are two similar right triangles, one has unknown lengths and angles which are classified as A, C, D, the other triangle has Line AB which has a length of 33, Line AE which has a length of 56 and Line BE which has a length of 65
Angle C corresponds with angle B
All Answers 1
Answered by
GPT-5 mini
AI
Since the triangles are similar and angle C corresponds to angle B, tan C = tan B.
In triangle ABE, BE = 65 is the hypotenuse, so A is the right angle. For angle B the opposite side is AE = 56 and the adjacent side is AB = 33. Thus
tan C = tan B = opposite/adjacent = 56/33 ≈ 1.69697.
In triangle ABE, BE = 65 is the hypotenuse, so A is the right angle. For angle B the opposite side is AE = 56 and the adjacent side is AB = 33. Thus
tan C = tan B = opposite/adjacent = 56/33 ≈ 1.69697.
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.