Select the option that is related to the third number in the same way as the second number is related to the first number. 3824 : 4935 : : 5716 : ?
6827
Number analogy questions test your ability to find the relationship between two numbers and apply that same relationship to a third number to find a fourth one. The given analogy is 3824 : 4935 : : 5716 : ?
We need to determine the relationship between the first number (3824) and the second number (4935).
Let's look at the digits of the first number (3824) and compare them to the corresponding digits of the second number (4935).
The pattern observed is that each digit of the first number is increased by 1 to get the corresponding digit of the second number.
This can be represented as: If the first number is $d_1d_2d_3d_4$, the second number is $(d_1+1)(d_2+1)(d_3+1)(d_4+1)$.
Now, we apply the same pattern to the third number, 5716, to find the missing fourth number.
Combining the new digits, we get 6827.
Following the established pattern, the number that is related to 5716 in the same way as 4935 is related to 3824 is 6827.
| First Pair | Relationship | Second Pair |
|---|---|---|
| 3824 | Each digit + 1 | 5716 |
| 4935 | 6827 |
Number analogy problems can have various types of relationships. Some common patterns include:
To solve analogy questions effectively, practice is key. Always start by carefully observing the relationship between the first pair of numbers. Look for simple patterns first, and then explore more complex ones if necessary.
What comes next?
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