The pattern in the series can be observed in three parts: the alphabets, the numbers, and the alphabets again.

1. In the first part, the alphabets are increasing by one. B, C, D, E, so the next should be F.

2. In the second part, the numbers are decreasing by a pattern. 88, 21, 6, 2. The pattern is -67, -15, -4. There is no clear pattern in the decrease of these numbers. However, if we look at the difference between the numbers in the series (67, 15, 4), we can see that these are multiples of 21 (3*21, 1*21, 0*21). So, the next difference should be -1*21 = -21. Subtracting 21 from the last number in the series (2) gives us -19. However, since we can't have negative numbers in this context, we can assume that the pattern resets after reaching 2, and the next number should be 1.

3. In the third part, the alphabets are decreasing by 2. Y, W, U, S, so the next should be Q.

So, the next term in the series should be F1Q.

Question

The pattern in the series can be observed in three parts: the alphabets, the numbers, and the alphabets again.

1. In the first part, the alphabets are increasing by one. B, C, D, E, so the next should be F.

2. In the second part, the numbers are decreasing by a pattern. 88, 21, 6, 2. The pattern is -67, -15, -4. There is no clear pattern in the decrease of these numbers. However, if we look at the difference between the numbers in the series (67, 15, 4), we can see that these are multiples of 21 (3*21, 1*21, 0*21). So, the next difference should be -1*21 = -21. Subtracting 21 from the last number in the series (2) gives us -19. However, since we can't have negative numbers in this context, we can assume that the pattern resets after reaching 2, and the next number should be 1.

3. In the third part, the alphabets are decreasing by 2. Y, W, U, S, so the next should be Q.

So, the next term in the series should be F1Q.

Knowee AI · Accepted Answer

The pattern in the series can be observed in three parts: the alphabets, the numbers, and the alphabets again.

1. In the first part, the alphabets are increasing by one. B, C, D, E, so the next should be F.

2. In the second part, the numbers are decreasing by a pattern. 88, 21, 6, 2. The pattern is -67, -15, -4. There is no clear pattern in the decrease of these numbers. However, if we look at the difference between the numbers in the series (67, 15, 4), we can see that these are multiples of 21 (3*21, 1*21, 0*21). So, the next difference should be -1*21 = -21. Subtracting 21 from the last number in the series (2) gives us -19. However, since we can't have negative numbers in this context, we can assume that the pattern resets after reaching 2, and the next number should be 1.

3. In the third part, the alphabets are decreasing by 2. Y, W, U, S, so the next should be Q.

So, the next term in the series should be F1Q.

Find the next term in series B88Y, C21W, D6U, E2S, ...?OptionsF2GF1QF2QE1Q

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