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Directions: In each of the following questions, a number series is given with one missing term. Choose correct alternative that will continue the same pattern and fill in the blank spaces.
U32, V29, __, X23, Y20
- a)W26
- b)W17
- c)Z17
- d)Z26
Correct answer is option 'A'. Can you explain this answer?
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Directions: In each of the following questions, a number series is giv...
In this series, the letters progress by 1; the numbers decrease by 3.
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Directions: In each of the following questions, a number series is giv...
Pattern:
The given series follows a specific pattern where each term is obtained by subtracting a number from the previous term.
Explanation:
The series starts with U32, where 'U' represents the 21st letter of the alphabet and '32' represents the number obtained by subtracting 21 from 53 (53 - 21 = 32).
To obtain the next term, we need to subtract a number from the previous term, which is V29. 'V' represents the 22nd letter of the alphabet and '29' represents the number obtained by subtracting 22 from 51 (51 - 22 = 29).
To continue the pattern, we need to subtract a number from X23. 'X' represents the 24th letter of the alphabet. So, we need to subtract 24 from the numerical value of 'X'.
Finding the missing term:
To find the numerical value of 'X', we can look at the given series. We know that 'X23' is obtained by subtracting 24 from a certain number. Looking at the series, 'X' is followed by 'Y20'. Since 'Y' represents the 25th letter of the alphabet, we can subtract 25 from the numerical value of 'Y' to find the missing number.
Numerical value of 'Y' = 53 - 25 = 28
So, the numerical value of 'X' = 28 + 24 = 52
Therefore, the missing term is 'X52'.
Answer:
The correct alternative that continues the pattern and fills in the blank spaces is option 'A' - W26. 'W' represents the 23rd letter of the alphabet and '26' is obtained by subtracting 23 from 49 (49 - 23 = 26).
The given series follows a specific pattern where each term is obtained by subtracting a number from the previous term.
Explanation:
The series starts with U32, where 'U' represents the 21st letter of the alphabet and '32' represents the number obtained by subtracting 21 from 53 (53 - 21 = 32).
To obtain the next term, we need to subtract a number from the previous term, which is V29. 'V' represents the 22nd letter of the alphabet and '29' represents the number obtained by subtracting 22 from 51 (51 - 22 = 29).
To continue the pattern, we need to subtract a number from X23. 'X' represents the 24th letter of the alphabet. So, we need to subtract 24 from the numerical value of 'X'.
Finding the missing term:
To find the numerical value of 'X', we can look at the given series. We know that 'X23' is obtained by subtracting 24 from a certain number. Looking at the series, 'X' is followed by 'Y20'. Since 'Y' represents the 25th letter of the alphabet, we can subtract 25 from the numerical value of 'Y' to find the missing number.
Numerical value of 'Y' = 53 - 25 = 28
So, the numerical value of 'X' = 28 + 24 = 52
Therefore, the missing term is 'X52'.
Answer:
The correct alternative that continues the pattern and fills in the blank spaces is option 'A' - W26. 'W' represents the 23rd letter of the alphabet and '26' is obtained by subtracting 23 from 49 (49 - 23 = 26).
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Directions: In each of the following questions, a number series is given with one missing term. Choose correct alternative that will continue the same pattern and fill in the blank spaces.U32, V29, __, X23, Y20a)W26b)W17c)Z17d)Z26Correct answer is option 'A'. Can you explain this answer?
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