1 圆心角为 2/2π*360=360/π
半径R=1/SIN(180/π)
弧长L=R 360/π =360/π SIN(180/π)
2 R=COS^2π/5+SIN^2π/5
sinα=sinπ/5 / R=sinπ/5 α=π/5
3 π/8=tanwx
π/8=tanw(x+π/8)
tanwx=tanw(x+π/8)
w=8
f(π/8)=tanπ
1 圆心角为 2/2π*360=360/π
半径R=1/SIN(180/π)
弧长L=R 360/π =360/π SIN(180/π)
2 R=COS^2π/5+SIN^2π/5
sinα=sinπ/5 / R=sinπ/5 α=π/5
3 π/8=tanwx
π/8=tanw(x+π/8)
tanwx=tanw(x+π/8)
w=8
f(π/8)=tanπ