Latest Elitmus Aptitude Question SOLUTION: saharian lions and tigers___________________ famous for its feriousity. a)is b)are c) has been d)have been

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(#M40153911) ELITMUS question english Keep an EYE

saharian lions and tigers___________________ famous for its feriousity.
a)is b)are c) has been d)have been

Asked In Elitmus sagar kumar (8 years ago)

Solved Vikas Jha Read Solution (16)

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Vikas Jha  (8 years ago) Best Solution

b) are
because they both have the quality of being violent.

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sagar kumar  (8 years ago)

guys i donot know the ans but i think are will be are .for ex (india is famous for its diversity). and (indians are famous for wearing dothi and sharee). its never been like india/indians has been famous for diversity or indians/india have been famous for wearing ..........
so i think ans will be are

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piyush kumar  (8 years ago)

option a will be the correct answer because of two reasons
1.it is mentioned that the lion and tiger who belongs to sahara desesrt only.
2.if we use are then' its' will be replaced by' their'.

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Vidyakant soni   (8 years ago)

Furiousity is a possession which lions and tigers have...
So,
Saharian lions and tigers have been famous for its Feriousity

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sreemadhuri marapureddy  (8 years ago)

b)are
they both are compared

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Tuhin Barai  (8 years ago)

Piyush Kumar You Are Out Of Your Mind.

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sumit kumar  (8 years ago)

Option A ll be the answer

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ankur nagar  (8 years ago)

can u pls tel the correct answer pls

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avinash kumar  (8 years ago)

C is d ans

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Pavani  (8 years ago)

saharian lions and tigers have been famous for its feriousity

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prachi  (8 years ago)

answer will be option no.(b)

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harish chandra singh  (8 years ago)

Are is the right ans , because this statement shows a general fact

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MD SHAHNAWAZ ALAM  (8 years ago)

option a is correct.
because in respect of saharian it will be 'is'.

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sumeet kumar  (8 years ago)

answer is c has been

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Navneet Kumar  (8 years ago)

b) are
because it is a general fact.

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shiwangi bhatia  (7 years ago)

As F needs to be integer, then C should be a multiple of 5. First integer value of F for C = 5 is 41, next value for C =10 is 50 and so on.
The values of F are in A.P with common difference of 9. They are in the format of 41 + 9n.
The first value of F which is greater than 100 is for n = 7 which is 104.
The last value of F which is less than 200 is for n = 17, which is 194.
Total values are ((194−104)/9)+1 = 11

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