Problemcos(30°)\cos(30°)cos(30°)Step-by-step solution303030-606060-909090 の三角形では、辺の比は 1:3:21 : \sqrt{3} : 21:3:2 です。30°30°30° のコサイン = 隣辺/斜辺 = 32\frac{\sqrt{3}}{2}23。Answercos(30°)=32\cos(30°) = \tfrac{\sqrt{3}}{2}cos(30°)=23Want to solve a different problem? Open the sin-cos-tan solver →Related worked examples/solve/trigonometry/sin-30-degrees/solve/trigonometry/cos-60-degrees