Find the missing number of the given sequences :Q.33125, 4625, 6625, 9125, ?Choose answer: 12125 11625 12625 10625

The given sequence is: 33125, 4625, 6625, 9125, ?

To find the missing number, we need to identify the pattern in the sequence.

The difference between the consecutive numbers is:

4625 - 33125 = -28500 6625 - 4625 = 2000 9125 - 6625 = 2500

The differences are not constant, so it's not an arithmetic sequence.

However, if we look closely, we can see that the difference between the differences is increasing by 500 each time:

2000 - (-28500) = 30500 2500 - 2000 = 500

So, if we continue this pattern, the next difference should be 2500 + 500 = 3000.

Therefore, the missing number in the sequence should be 9125 + 3000 = 12125.

So, the answer is 12125.