Question

two parallel sides of an isosceles trapezium are 6 cm and 14 cm respectively if length of each on parallel side is 5 cm find the area of trapezium

Answer 1

Hey dear here is your answer.....

This answer is verified ✅✅

Given,
b1 = 6 cm
b2= 14cm
h = 5 cm
Area of trapezium =
$\frac{1}{2} \times (b1 + b2) \times h$
Put in formula......


$= \frac{1}{2} \times (6 + 14) \times 5 \\ = \frac{1}{2} \times 20 \times 5 \\ = 10 \times 5 \\ = 50c {m}^{2}$
Hope it will help you......

Answer 2

HOLA MATES !!!

HOPE THIS HELPS YOU...

Answer:-
Let us consider a trapezium ABCD with 2 non parallel sides AB =CD = 5cm and 2 parallel sides BC = 6cm and AD = 14cm . Then when 2 non parallel sides are of equal length then parallel sides will be of formation such that when a bisector is drawn through one side it even bisects the other side .So , when we draw a perpendicular through B to AD or C to AD then we can get the perpendicular height 'h' = AL.

Now since AB and CD are equal AD will be equally distributed on both sides of BC so (14 - 6)/2 = 4cm = BL on both sides of BC .

Then by using Pythagoras theorerm,
=> AB² = AL² + BL²
=> 25 = h² + 16
=> h = 9cm
Then height of trapezium, h = 9cm


Step-by-step explanation:-
Now let us apply the formula for area of trapezium,
=> A = h(a+b)/2

=> A = 9(6+14)/2

=> A = 9*10

=> A = 90square cm

Hence , the area of the trapezium ABCD is 90square cm.









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