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Blood Relations Concepts
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Order, Ranking, Time, Sequence Test
Seating Arrangement
Directions:
Study the following information to answer the given question.
- In a class of boys and girls, Sanjay ranks is 12th and Suman's rank is 8th.
- Sanjay rank among the boys is 6th and Suman rank among girls is 3rd.
- In the class Suman rank is 52nd from the other end.
- From the other end, Sanjay rank among the boys is 26th.
How many boys are there in the class?
Answer: (c)
Total No. of Students: = 59
Total number of boys = (6+26) –1 = 31
Now total number of girls = Total number of students – number of boys
= 59 – 31 = 28
From the information (ii) and (iv), it is known that Sanjay's rank among boys from one end to another end is 6th and 26th respectively.
Therefore total number of boys = (6 + 26) –1 = 31
From the information above (i) and (ii) it is clear that Suman rank in the class is 8th from one end and 52nd from other end. Therefore total no. of students in the class = (8 + 52) – 1 = 59.
Now total number of girls = Total number of students – number of boys = 59 – 31 = 28
Suman rank from the other hand = 28 – 3 + 1 – 26
Total number of boys = (6+26) – 1 = 31
How many boys are there before Suman?
Answer: (b)
Total No. of Students: = 59
Total number of boys = (6+26) –1 = 31
Now total number of girls = Total number of students – number of boys
= 59 – 31 = 28
From the information (ii) and (iv), it is known that Sanjay's rank among boys from one end to another end is 6th and 26th respectively.
Therefore total number of boys = (6 + 26) –1 = 31
From the information above (i) and (ii) it is clear that Suman rank in the class is 8th from one end and 52nd from other end. Therefore total no. of students in the class = (8 + 52) – 1 = 59.
Now total number of girls = Total number of students – number of boys = 59 – 31 = 28
Suman rank from the other hand = 28 – 3 + 1 – 26
There are 5 boys before Suman as it is clear from figure.
How many girls are there in between Suman and Sanjay?
Answer: (d)
Total No. of Students: = 59
Total number of boys = (6+26) –1 = 31
Now total number of girls = Total number of students – number of boys
= 59 – 31 = 28
From the information (ii) and (iv), it is known that Sanjay's rank among boys from one end to another end is 6th and 26th respectively.
Therefore total number of boys = (6 + 26) –1 = 31
From the information above (i) and (ii) it is clear that Suman rank in the class is 8th from one end and 52nd from other end. Therefore total no. of students in the class = (8 + 52) – 1 = 59.
Now total number of girls = Total number of students – number of boys = 59 – 31 = 28
Suman rank from the other hand = 28 – 3 + 1 – 26
There are 3 girls b/w Suman and Sanjay
In the Olympic Games, the flags of six nations were flown on the masts in the following way: The flag of America was to the left of the Indian tricolour and to the right of the flag of France. The flag of Australia was on the right of the Indian flag but was to the left of the flag of Japan, which was to the left of the flag of China. Find the two flags which are in the centre.
Answer: (c)
The order in which the six flags were flown from L to R is France, America, India, Australia, Japan, China.
In a class of 20 students, Mridul's rank is 12th from the top and Veena's rank is 17th from the bottom. If Rohan's rank is exactly between Mridul and Veena's rank, what is Rohan's rank from the top?
Answer: (b)
Veena's rank is 17th from the bottom means Veena's rank is 4th from the top. Rohan's rank is exactly between 4th and 12th, i.e. 8th.
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