Questions
1. Three persons A. B. C are walking along a straight road at the points
then the person who is walking between the other two is?
respectively
(A) A
(B) B
(C) C
(D) None of these
Answers
Complete Question :- Three persons A. B. C are walking along a straight road at the points 11/3, 65/9, 93/20 respectively, then the person who is walking between the other two is ?
(A) A
(B) B
(C) C
(D) None of these
Answer :-
Comparing the points by taking LCM we get,
→ 11/3 , 65/9 , 93/20
→ (11*60, 65*20 , 93*9) /180
→ (660, 1300, 837) / 180
or, we can see that,
- A is at = (660/180)
- B is at = (1300/180)
- C is at = (837/180)
- B > C > A .
- A < C < B .
therefore, we can conclude that, Person C is walking between the other two . (Option C) (Ans.)
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Given : Three persons A, B, C are walking along a straight road at the points 11/3, 65/9, 93/20 respectively,
https://brainly.in/question/38860328 refer this for complete Question
To Find : person who is walking between the other two
(A) A
(B) B
(C) C
(D) None of these
Solution:
A at 11/3
B at 65/9
C at 93/20
LCM of 3 , 9 and 20 = 180
Lets have common denominator 180 for all
A at 11/3 = 660/180
B at 65/9 = 1300/180
C at 93/20 = 837/180
600 < 837 < 1300
=> A < C < B
Hence C is in between A and B
person C is walking between the other two
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