Scroll:Measurements >> Trapezium >> mcq (4461)


Written Instructions:

For each Multiple Choice Question (MCQ), four options are given. One of them is the correct answer. Make your choice (1,2,3 or 4). Write your answers in the brackets provided..

For each Short Answer Question(SAQ) and Long Answer Question(LAQ), write your answers in the blanks provided.

Leave your answers in the simplest form or correct to two decimal places.



 

1)  

 The area of trapezium is ______ sq.units.

(A)  h(a+b)  (B) 12 h(a+b)   (C)  h(a+b)   (D)   12 h(a-b)







(                    )




2)  

 The height of a trapezium whose sum of parallel sides is 20 cm and the area 100 cm2 is 







(                    )




3)  

 In an isosceles trapezium







(                    )




4)  

 The sum of parallel sides of a trapezium is 18cm and height is 5cm. Then its area is...







(                    )




5)  

 The area of trapezium is ______ sq.units.

(A)  h(a+b)  (B) 12 h(a+b)   (C)  h(a+b)   (D)   12 h(a-b)







(                    )




6)  

 The height of a trapezium whose sum of parallel sides is 40 cm and the area 110 cm2 is 







(                    )




7)  

 In an isosceles trapezium







(                    )




8)  

 The sum of parallel sides of a trapezium is 28cm and height is 20cm. Then its area is...







(                    )




9)  

 The area of trapezium is ______ sq.units.

(A)  h(a+b)  (B) 12 h(a+b)   (C)  h(a+b)   (D)   12 h(a-b)







(                    )




10)  

 The height of a trapezium whose sum of parallel sides is 10 cm and the area 70 cm2 is 







(                    )




 

1)  

 The area of trapezium is ______ sq.units.

(A)  h(a+b)  (B) 12 h(a+b)   (C)  h(a+b)   (D)   12 h(a-b)






Answer: 2


SOLUTION 1 :

Ans = B

Area of trapezium = 12 h(a+b) sq.units.



2)  

 The height of a trapezium whose sum of parallel sides is 20 cm and the area 100 cm2 is 






Answer: 3


SOLUTION 1 :

Given,

Area = 100 cm2    a + b = 20

Area of trapezium = 12 h (a+b)

                             = 12 x h x 20 = 100 cm2

                100 cm2 = 1 / 2 x h x 20 10

                          h  = 10010 = 10 cm.

The height of trapezium = 10 cm.                         



3)  

 In an isosceles trapezium






Answer: 1


SOLUTION 1 :

Ans = non parallel sides are equal

 

In an isosceles trapezium, non-parallel sides are equal.



4)  

 The sum of parallel sides of a trapezium is 18cm and height is 5cm. Then its area is...






Answer: 1


SOLUTION 1 :

Given,

a + b  = 18 cm,   h = 5 cm.

Area of trapezium = 12 h(a+b)

                             = 1/2 5 x 18 9

                             =  5 x 9

Area of trapezium    = 45 cm2



5)  

 The area of trapezium is ______ sq.units.

(A)  h(a+b)  (B) 12 h(a+b)   (C)  h(a+b)   (D)   12 h(a-b)






Answer: 2


SOLUTION 1 :

Ans = B

Area of trapezium = 12 h(a+b) sq.units.



6)  

 The height of a trapezium whose sum of parallel sides is 40 cm and the area 110 cm2 is 






Answer: 4


SOLUTION 1 :

Given,

Area = 110 cm2    a + b = 40

Area of trapezium = 12 h (a+b)

                             = 12 x h x 40 = 110 cm2

                110 cm2 = 1 / 2 x h x 40 20

                          h  = 11020 = 5.5 cm.

The height of trapezium = 5.5 cm.                         



7)  

 In an isosceles trapezium






Answer: 2


SOLUTION 1 :

Ans = non parallel sides are equal

 

In an isosceles trapezium, non-parallel sides are equal.



8)  

 The sum of parallel sides of a trapezium is 28cm and height is 20cm. Then its area is...






Answer: 4


SOLUTION 1 :

Given,

a + b  = 28 cm,   h = 20 cm.

Area of trapezium = 12 h(a+b)

                             = 1/2 20 x 28 14

                             =  20 x 14

Area of trapezium    = 280 cm2



9)  

 The area of trapezium is ______ sq.units.

(A)  h(a+b)  (B) 12 h(a+b)   (C)  h(a+b)   (D)   12 h(a-b)






Answer: 2


SOLUTION 1 :

Ans = B

Area of trapezium = 12 h(a+b) sq.units.



10)  

 The height of a trapezium whose sum of parallel sides is 10 cm and the area 70 cm2 is 






Answer: 2


SOLUTION 1 :

Given,

Area = 70 cm2    a + b = 10

Area of trapezium = 12 h (a+b)

                             = 12 x h x 10 = 70 cm2

                70 cm2 = 1 / 2 x h x 10 5

                          h  = 705 = 14 cm.

The height of trapezium = 14 cm.