Podcast
Questions and Answers
Which set shares the same numerical relationship as 7, 42, 299?
Which set shares the same numerical relationship as 7, 42, 299?
- 5, 32, 239
- 13, 52, 359
- 11, 62, 303 (correct)
- 3, 22, 159
What operation is consistent in the sequence 7, 42, 299 to derive a similar set?
What operation is consistent in the sequence 7, 42, 299 to derive a similar set?
- Addition of sequential primes
- Dividing by two each time
- Multiplication followed by a fixed addition (correct)
- Subtraction of even numbers
How does the second number relate to the first number in the set 7, 42, 299?
How does the second number relate to the first number in the set 7, 42, 299?
- It is the first number multiplied by 6. (correct)
- It is the sum of the first two numbers.
- It is the square of the first number.
- It is half of the first number.
Which of the following sets does not exhibit a similar multiplication pattern as the set 7, 42, 299?
Which of the following sets does not exhibit a similar multiplication pattern as the set 7, 42, 299?
Which of the following statements about the third number (299) is accurate compared to the first number (7)?
Which of the following statements about the third number (299) is accurate compared to the first number (7)?
Flashcards
Relationship between 7, 42, 299
Relationship between 7, 42, 299
The numbers are related by a specific pattern or rule. This pattern needs to be identified to select the similar set of numbers.
Finding the similar set
Finding the similar set
Select the set of numbers that follows the same pattern or operation as 7, 42, 299.
Set A - 11, 62, 303
Set A - 11, 62, 303
Set A consists of the numbers 11, 62, and 303.
Set B - 3, 22, 159
Set B - 3, 22, 159
Set B consists of the numbers 3, 22, and 159.
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Set C - 13, 52, 359
Set C - 13, 52, 359
Set C consists of the numbers 13, 52, and 359.
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Set D - 5, 32, 239
Set D - 5, 32, 239
Set D consists of the numbers 5, 32, and 239.
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Identifying the Relationship
- The given set is 7, 42, 299.
- We need to find a set with numbers that have a similar relationship.
- The relationship between the numbers isn't immediately obvious.
- We need to analyze potential patterns or operations.
Potential Relationships
- Possible arithmetic operations: Are there addition, subtraction, multiplication, or division relationships between the numbers?
- Possible exponential relationships: Are the numbers related by powers of a certain base?
- Possible combinations of operations: Are multiple operations involved in creating the sequence?
- Differences between numbers: Finding the differences between successive numbers can reveal a potential pattern. The difference between 42 and 7 is 35. The difference between 299 and 42 is 257.
Analyzing the Options
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Option A: 11, 62, 303
- Difference between 62 and 11 is 51.
- Difference between 303 and 62 is 241.
- The differences are not similar to the differences in the original set.
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Option B: 3, 22, 159
- Difference between 22 and 3 is 19.
- Difference between 159 and 22 is 137.
- The differences are not similar to the differences in the original set.
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Option C: 13, 52, 359
- Difference between 52 and 13 is 39.
- Difference between 359 and 52 is 307.
- The differences are not similar to the differences in the original set.
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Option D: 5, 32, 239
- Difference between 32 and 5 is 27.
- Difference between 239 and 32 is 207.
- The differences are not similar to the differences in the original set.
Conclusion
- None of the options exhibit a relationship similar to the original set based on the observed differences.
- Without a clear established pattern, determining the exact relationship in the first set is difficult.
- Further analysis is needed to potentially identify alternative relationships.
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