ABCD is a trapezium. AB || DC.
Draw AE || BC and AF ⊥ DC.
∴ ABCE is a parallelogram.
DE = DC – EC = 25 – 10
DE = 15 cm.
Sides of ∆ADE a = 14 cm,
b = 13 cm. c = 15 cm.
∴ Perimeter= a + b + c
= 14 + 13 + 15 = 42 cm.
Area of quadrilateral
ABCE = base × height
= EC × AF
= 10 × 11.2
= 112.0 = 112 sq.cm.
∴ Complete area of trapezium ABCD, A
A = Area of ∆ADE + Area of quadrilateral ABCE
= 84 + 112
= 196 sq.cm.