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Choose the set from the given options, which is similar to the given set.
Given set: 4, 9, 18
- a)8, 14, 22
- b)10, 15, 25
- c)6, 12, 23
- d)12, 17, 26
Correct answer is option 'D'. Can you explain this answer?
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Hence the correct answer is option D.
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Choose the set from the given options, which is similar to the given ...
Similar Set: 4, 9, 18
Option D: 12, 17, 26
Explanation:
To find a similar set, we need to identify the pattern in the given set. Here, we can see that the second number in the set is the first number multiplied by 2, and the third number is the second number multiplied by 2. Therefore, we can apply the same pattern to the given options and check which one is similar to the given set.
Option D:
- The second number is 12*2 = 24, which is not in the set.
- The first number is 12/3 = 4, which is in the set.
- The third number is 17*2 = 34, which is not in the set.
Therefore, option D is not similar to the given set.
Option A:
- The second number is 8*2 = 16, which is not in the set.
- The first number is 8/2 = 4, which is in the set.
- The third number is 22*2 = 44, which is not in the set.
Therefore, option A is not similar to the given set.
Option B:
- The second number is 15*2 = 30, which is not in the set.
- The first number is 10/2 = 5, which is not in the set.
- The third number is 25*2 = 50, which is not in the set.
Therefore, option B is not similar to the given set.
Option C:
- The second number is 12*2 = 24, which is not in the set.
- The first number is 6/2 = 3, which is not in the set.
- The third number is 23*2 = 46, which is not in the set.
Therefore, option C is not similar to the given set.
Hence, the correct option is D.
Option D: 12, 17, 26
Explanation:
To find a similar set, we need to identify the pattern in the given set. Here, we can see that the second number in the set is the first number multiplied by 2, and the third number is the second number multiplied by 2. Therefore, we can apply the same pattern to the given options and check which one is similar to the given set.
Option D:
- The second number is 12*2 = 24, which is not in the set.
- The first number is 12/3 = 4, which is in the set.
- The third number is 17*2 = 34, which is not in the set.
Therefore, option D is not similar to the given set.
Option A:
- The second number is 8*2 = 16, which is not in the set.
- The first number is 8/2 = 4, which is in the set.
- The third number is 22*2 = 44, which is not in the set.
Therefore, option A is not similar to the given set.
Option B:
- The second number is 15*2 = 30, which is not in the set.
- The first number is 10/2 = 5, which is not in the set.
- The third number is 25*2 = 50, which is not in the set.
Therefore, option B is not similar to the given set.
Option C:
- The second number is 12*2 = 24, which is not in the set.
- The first number is 6/2 = 3, which is not in the set.
- The third number is 23*2 = 46, which is not in the set.
Therefore, option C is not similar to the given set.
Hence, the correct option is D.
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Choose the set from the given options, which is similar to the given set.Given set: 4, 9, 18a)8, 14, 22b)10, 15, 25c)6, 12, 23d)12, 17, 26Correct answer is option 'D'. Can you explain this answer?
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