If the parallel sides of an isosceles trapezium is 16cm and 26cm,and each of the unparalleled sides are 13cm,then the altitude of the trapezium is
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follow the steps and carefully look at the attached diagram for better understanding
when you say that each of the unparallel sides are equal = 13 cm then surely this has to be a isosceles trapezium
Now in ΔAEC you can see that the it is a right angled triangle and thus using Pythagoras Theorem :-
AC² = EC² + + AE²
on putting the values you get
AE² = (13)²-(5)² = 169-25 = 144
AE = √(144) = 12
Thus the altitude of the trapezium is 12 cm
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