Chapter 8: Q. 5 (page 555)
In Problems 3–5, use the given information to determine the three remaining parts of each triangle.

Short Answer
The three angles of the triangle are
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Chapter 8: Q. 5 (page 555)
In Problems 3–5, use the given information to determine the three remaining parts of each triangle.

The three angles of the triangle are
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Solve each triangle.
Area of a Segment Find the area of the segment (shaded in blue in the figure) of a circle whose radius is 8 feet, formed by a central angle of .
[Hint: Subtract the area of the triangle from the area of the sector to obtain the area of the segment.]

Find the area of the triangle. Round answer to two decimal places.
Solve each triangle.
Area of an ASA Triangle If two angles and the included side are given, the third angle is easy to find. Use the Law of Sines to show that the area K of the triangle with side and angles A, B, and C is
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