LR Exam > LR Questions > Choose the odd onea)3375b)1728c)2754d)729e)12...
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Choose the odd one
- a)3375
- b)1728
- c)2754
- d)729
- e)12167
Correct answer is option 'C'. Can you explain this answer?
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Verified Answer
Choose the odd onea)3375b)1728c)2754d)729e)12167Correct answer is opti...
Except 2754 all are perfect cubes of 15, 12, 9 and 23 respectively
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Choose the odd onea)3375b)1728c)2754d)729e)12167Correct answer is opti...
To identify the odd one out among the given options, we need to find a pattern or a characteristic that distinguishes one number from the others. Let's analyze each option:
a) 3375
b) 1728
c) 2754
d) 729
e) 12167
Pattern analysis:
Looking at the numbers, we can observe that all of them are perfect cubes except for one. A perfect cube is a number that can be obtained by multiplying a number by itself three times.
a) 3375 = 15^3
b) 1728 = 12^3
c) 2754 = 2 x 3 x 3 x 7 x 13 (not a perfect cube)
d) 729 = 9^3
e) 12167 = 23^3
Based on this pattern, we can see that option c) 2754 is the only number that is not a perfect cube. All the other options are perfect cubes of some numbers.
Therefore, the odd one out among the given options is option c) 2754.
a) 3375
b) 1728
c) 2754
d) 729
e) 12167
Pattern analysis:
Looking at the numbers, we can observe that all of them are perfect cubes except for one. A perfect cube is a number that can be obtained by multiplying a number by itself three times.
a) 3375 = 15^3
b) 1728 = 12^3
c) 2754 = 2 x 3 x 3 x 7 x 13 (not a perfect cube)
d) 729 = 9^3
e) 12167 = 23^3
Based on this pattern, we can see that option c) 2754 is the only number that is not a perfect cube. All the other options are perfect cubes of some numbers.
Therefore, the odd one out among the given options is option c) 2754.
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Choose the odd onea)3375b)1728c)2754d)729e)12167Correct answer is option 'C'. Can you explain this answer?
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