Given:-
Distance 1(d1) = 140cm
Distance 2 (d2) = 3m
➾Distance 2 can be written in cm as 3m = 300cm
Formula Used:-
Area of Kite =

Solution:-
➾
(putting the value of d1 and d2 from the above given).
➾

➾

➾

➾

Therefore, area of given kite is

This value can also be written in meter as
