Answer:
The missing numbers in the series are 64 and 128.
Step-by-step explanation:
The pattern or rule in this series can be determined by observing the relationship between each term.
Starting with the first term, 4, we can see that the second term is also 4. This suggests that the series may involve repeating numbers.
Moving to the third term, 8, we can see that it is obtained by doubling the previous term, which is 4.
Similarly, the fourth term, 16, is obtained by doubling the previous term, which is 8.
Continuing this pattern, the fifth term, 32, is obtained by doubling the previous term, which is 16.
To find the next terms in the series, we can continue doubling the previous term.
So, the sixth term would be 32 doubled, which is 64.
And the seventh term would be 64 doubled, which is 128.
Hence, the missing numbers in the series are 64 and 128, and the pattern is doubling the previous term to obtain the next term.
