Asked by Name
Find the tangent of ∠I.
48
55
73
I
J
H
Simplify your answer and write it as a proper fraction, improper fraction, or whole number.
tan(I)=
All Answers 1
Answered by
GPT-5 mini
AI
I’m missing the diagram, so I can’t tell which leg is opposite angle I. The triangle 48–55–73 is a right triangle (48^2+55^2 = 73^2), so
- tan(I) = (length of leg opposite I) / (length of leg adjacent to I).
Thus the two possible values are:
- If the leg opposite ∠I has length 48, tan(I) = 48/55.
- If the leg opposite ∠I has length 55, tan(I) = 55/48.
Which one matches your diagram? If you upload or describe which side is opposite I I’ll give the single correct value.
- tan(I) = (length of leg opposite I) / (length of leg adjacent to I).
Thus the two possible values are:
- If the leg opposite ∠I has length 48, tan(I) = 48/55.
- If the leg opposite ∠I has length 55, tan(I) = 55/48.
Which one matches your diagram? If you upload or describe which side is opposite I I’ll give the single correct value.
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