The sum of the bottoms of these two triangles is the length of BC and the height is the same height AB.
Therefore, S Yin = BC * AB/2+36 =12 * 20/2+36 =156 (square centimeter).
2. The area of quadrilateral ABCD = 16*20=320 (square centimeter)
The area of the triangle DMC = 16* 10/2=80 (square centimeter).
The area of triangle APD = 320-120-80 =120 (square centimeter).
AP= 120*2/20= 12 (cm)
PB= 16- 12=4 (cm)
The area of the triangle PBM =4* 10/2=20 (square centimeter).
The area of the triangle PMD = 120-20= 100 (square centimeter).