Finding the Missing Number
This question is a number analogy problem. We need to find the relationship between the first pair of numbers (21 and 3) and apply the same relationship to the second pair (574 and the missing number).
Analyzing the Relationship
Consider the first pair: 21 : 3.
- We observe that 3 can be obtained by dividing 21 by 7.
Calculation: $\frac{21}{7} = 3$
Applying the Relationship
Now, we apply the same division relationship to the second pair: 574 : ?.
- We need to divide 574 by 7 to find the missing number.
Calculation: $\frac{574}{7} = 82$
Conclusion
The missing number is 82. This corresponds to Option 3.
Similar Questions
Solve:
DF : GI :: KM : ?- Choose the number that fits the analogy: $3 : 24 :: 5 : ?$
- Find the missing number:
$100 : 1000 :: 64 : ?$ - Find the missing number: 12 : 441 :: 13 : ?
- Solve:
AB : CD :: EF : ? - Find the missing number: $8 : 27 :: 64 : ?$
- Find the missing number: $14 : 2758 :: 16 : ?$
- Solve:
BG : DJ :: FM : ? - Find the missing number: 10 : 21 :: 12 : ?
- Find the missing number: 256 : 4096 :: 225 : ?
Important Questions from Analogy
Select the related word pair from the given alternatives. Teeth : Cut :: ____ : ______.
Select the related word pair from the given alternatives. Celsius : Temperature :: ______ : ____.
Select the option that is related to the third term in the same way as the second term is related to the first term.
0.24 : 0.0024 :: 3.03 : ?
Select the option in which the numbers are related in the same way as are the numbers in the given set.
(11, 13, 17)
Select the option that is related to the third number in the same way as the second number is related to the first number.
154 : 10 :: 261 : ?
