##第二章3角函式
- 2π=360度,弧度與角度
- sin(Ѳ)=對邊/斜邊,con(Ѳ)=臨邊/斜邊,tan(Ѳ)=sin(Ѳ)/cos(Ѳ)
- csc(Ѳ)=1/sin(Ѳ),sec(Ѳ)=1/cos(Ѳ),cot(Ѳ)=1/tan(Ѳ)
- sin(π/6) = 1/2 =cos(π/3),sin(π/3)=cos(π/6)=根號3/2;
- 三角函式的第一象限到第四象限,通過找到參考角獲得他的sin,cos值等,根據ASTC獲得正負
- 三角函式的影象sin奇函式,cos偶函式,tan奇函式
- cos(x)²+sin(x)²=1;
- 1 + tan(x)² = sec(x)²;
- cot(x)²+1 = csc(x)²;
- sin(A+B)=sin(A)cos(B)+cos(A)sin(B);
- cos(A+B)=cos(A)cos(B) -sin(A)sin(B);
- sin(2x) =2sin(x)cos(x)
- cos(2x)=2cos(x)²-1 =1.2sin(x)²