Question

solve this


1,12,34,67,?​

Answer 1

Answer:

111

Step-by-step explanation:

Answer 2

the missing number in the series is 111, and the complete sequence is:

1, 12, 34, 67, 111

The given sequence of numbers 1, 12, 34, 67, ? seems to be a series of increasing numbers, but there is no clear pattern that can be easily identified.

However, we can look at the difference between consecutive terms to identify a possible pattern. The difference between the first and second terms is 11, the difference between the second and third terms is 22, and the difference between the third and fourth terms is 33.
This suggests that the difference between consecutive terms is increasing by 11.

Using this pattern, we can find the missing number in the series by adding 44 to the fourth term, which will give us the fifth term:

67 + 44 = 111

Therefore, the missing number in the series is 111, and the complete sequence is:

1, 12, 34, 67, 111

In summary, the sequence is increasing by a consecutive difference that increases by 11, and the missing number can be found by adding 44 to the fourth term.

for more such questions on arithmetic progression
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