Question: Lesson 3.3 Solving Problems That Involve Triangles In curling, it is often necessary to hit and displace an opponent's stone to win the end.

Lesson 3.3 Solving Problems That Involve Triangles In curling, it is often necessary to hit and displace an opponent's stone to win the end. Olivia would like to hit her opponcat's stone with her own stone. If she releases her stone at the hog line, it needs to travel another 87 feet before reaching her upponent's stone. 1 Olivia can be ollby 11 inches in either direction and still hit her opponent's stone. Assuming her stone doesn't curl (change direction), within what angic, 0, to the nearest tenth, must Olivia throw her stone to hit her opponent's stone? hog line 87'
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To solve this problem we can use the tangent function to find the angle The tangent of an angle ... View full answer
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