Suppose that sin theta 1213 and 0 Solution0
Suppose that sin theta = 12/13 and 0
Solution
0<</2
0</2</4
sin=12/13
cos=(132-122) /13 =5/13
cos(/2) =[(1+cos)/2]
co(/2) =[(1+(5/13))/2]
cos(/2) =(18/26)
cos(/2) =3/13
sin(/2) =[(1-cos)/2]
sin(/2) =[(1-(5/13))/2]
sin(/2) =(4/13)
sin(/2) =2/13
tan(/2) =sin(/2)/cos(/2)
tan(/2)=(2/13)/(3/13)
tan(/2)=2/3
![Suppose that sin theta = 12/13 and 0 Solution0<</2 0</2</4 sin=12/13 cos=(132-122) /13 =5/13 cos(/2) =[(1+cos)/2] co(/2) =[(1+(5/13))/2] cos(/2) =( Suppose that sin theta = 12/13 and 0 Solution0<</2 0</2</4 sin=12/13 cos=(132-122) /13 =5/13 cos(/2) =[(1+cos)/2] co(/2) =[(1+(5/13))/2] cos(/2) =(](/WebImages/3/suppose-that-sin-theta-1213-and-0-solution0-975166-1761500149-0.webp)