Given: OKITE is a kite, Point O is the intersection of diagonals KT and El. Find the
following:
1. McK01
2. KO
3. 1011
4. El
5. KI
6. [ET]
7. Area of the kite
13
1
15
5V10
if mzKET - 110", MZETI - 500, MEKT - 45°, then
8. MLIEK
т
9. ZTKI
10.MEKI
11.mLEIK
12.mZITK
13.mZKOE
14.matoi
15.mZKET + un EKI + m2KIT + m_ITE
