Number Sequences Quiz

The given sequence is an arithmetic sequence with a common difference of 2. Each number in the sequence is obtained by adding 2 to the previous number. Therefore, the next number in the sequence would be 7 + 2 = 9.

The missing number in the sequence is 12. The given sequence follows a pattern of adding 3 to each number. Starting with 3, we add 3 to get 6, then add 3 again to get 9. Following the same pattern, we add 3 to 9 to get 12, and then add 3 again to get 15. Therefore, the missing number is 12.

The sequence is decreasing by 1 each time. Starting from 25, each subsequent number is 1 less than the previous number. Therefore, the missing number should be 23.

The sequence is formed by multiplying each number by 2 or adding 7. Starting with 7, we get 7*2=14, then 14*2=28, and finally 28*2=56. However, the sequence given stops at 35, which is not the result of multiplying 28 by 2. Therefore, the missing number should be the result of multiplying 35 by 2, which is 70. However, none of the answer choices include 70, so the correct answer is 21, which is the only option that is not a result of multiplying by 2.

The sequence follows a pattern of adding 5 to each number. Starting from 5, the next number is 10, then 15, and so on. Therefore, the missing number should be 20, as it follows the pattern of adding 5 to the previous number.

The given number sequence follows a pattern where each number is obtained by adding an increasing odd number to the previous number. Starting with 4, we add 3 to get 7, then add 4 to get 11, then add 5 to get 16, then add 6 to get 22. Therefore, the next number in the sequence should be obtained by adding 7 to 22, resulting in 29.

The number sequence follows a pattern where each number is obtained by adding the previous number and a specific increment. In this case, the increments are 3, 4, 5, 6, and 7 respectively. Therefore, to find the missing number, we add 7 to the previous number (20) resulting in 27.

The sequence is formed by adding consecutive natural numbers. Starting with 1, we add 2 to get 3, then add 3 to get 6, and so on. Therefore, to find the next number, we add 6 to 15, which gives us 21.

The sequence is decreasing by 2 each time. Starting from 12, subtracting 2 gives 10, then 8, and so on. Therefore, the missing number in the sequence should be 6.

The sequence is formed by multiplying each number by 2. Starting with 3, we get 6, then 12, then 24, and the next number in the sequence would be 48, which is obtained by multiplying 24 by 2.