Draw CE || DA and DC || AE in such a way that AD = 13 m, and DC = 10 m.
=> ADCE is a parallelogram.
=> AD || CE and DC || AE and AD = 13 m, DC = 10 m
∴ AE = DC = 10 m, CE = AD = 13 m
=> BE = AB – AE = 25 – 10 = 15 m
In ∆BCE
BC = 14 m, CE =13 m, BE = 15 m
Area of trapezium ABCD = Area of parallelogram + ar (∆BCE)
= (112 + 84)m2 = 196 m2
Area of trapezium ABCD = 196 m2