cos^2(A)+sin^2(A)=1
cos(A) = ±X (自己算.)
算完的X带入最上面的式子里,算出sinA
sin(A) = ±Root{ 1-cos^2(A) }
= ±Root{1-X^2}
tanA < 0
====> sinA>0,cosA
cos^2(A)+sin^2(A)=1
cos(A) = ±X (自己算.)
算完的X带入最上面的式子里,算出sinA
sin(A) = ±Root{ 1-cos^2(A) }
= ±Root{1-X^2}
tanA < 0
====> sinA>0,cosA