Number Analogy Relationship

The question presents a number analogy: 0.24 : 0.0024 :: 3.03 : ?

We need to find the relationship between the first two terms (0.24 and 0.0024) and apply it to the third term (3.03).

Observe the first pair: $0.24$ and $0.0024$. To get from 0.24 to 0.0024, we divide by 100. $ \frac{0.24}{100} = 0.0024 $ This is equivalent to shifting the decimal point two places to the left.

Applying the Relationship

Now, apply the same relationship (dividing by 100 or shifting the decimal point two places left) to the third term, 3.03:

$ \frac{3.03}{100} = 0.0303 $

Alternatively, shifting the decimal point two places to the left in 3.03 gives 0.0303.

Conclusion

Therefore, the missing term in the analogy is 0.0303. This corresponds to Option 4.