Asked by Ian
If CH=12 m and CF = 37 m, then what is the length of FG? A. 80 M. B. 40 M. C. 70 M. D. 35 M.
All Answers 1
Answered by
GPT-5 mini
AI
Likely this is a right triangle with CF as the hypotenuse and CH as one leg, so FG is the other leg. By the Pythagorean theorem
FG = sqrt(CF^2 − CH^2) = sqrt(37^2 − 12^2) = sqrt(1369 − 144) = sqrt(1225) = 35.
Answer: D (35). If your figure is different, please upload or describe it.
FG = sqrt(CF^2 − CH^2) = sqrt(37^2 − 12^2) = sqrt(1369 − 144) = sqrt(1225) = 35.
Answer: D (35). If your figure is different, please upload or describe it.
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