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cos²α = 1 - sin²α = 1 - 16/49 = 33/49
√(ctg²α - 1) = √(cos²α/sin²α - 1) = √(33/49 / 16/49 - 1 = √(33/16 - 1) =
√(17/16) = √17 / 4
2. rys w załączniku:
cosα = 4√3 / 8 = √3/2 ------> α = 30 st.
β/2 = 180 - 90 - α = 90 - 30 = 60 st. -------> β = 120 st.
Trójkąt więc ma kąty 30, 30, 120 stopni.
GOTOWE!!!