if every alternate letter starting from C is deleted from the given series, then which of the following will be the eight letter from the left of the new series formed?A C B E D G F I H K J M L O N Q P S R U T W V Y X Z
Answers
The eighth letter from the left of the new series formed is N.
Given,
Series of alphabets = A C B E D G F I H K J M L O N Q P S R U T W V Y X Z
To Find,
The eighth letter from the new series.
Solution,
Firstly we have to remove every alternate letter starting from C in the given series.
So, the letters removed are:
C,E,G,I,K,M,O,Q,S,U,W,Y,Z.
Remaining letters are:
A,B,D,F,H,J,L,N,P,R,T,V,X.
So, the new series formed is A,B,D,F,H,J,L,N,P,R,T,V,X.
Eighth letter from the left of the new series is N.
The eighth letter from the left of the new series formed is N.
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Answer:
The answer to the given question is The eighth letter from the above series is N.
The first eight letters of the series are A B D F H J L N
Explanation:
Given:
The series is
A C B E D G F I H K J M L O N Q P S R U T W V Y X Z
from this series, every alternate letter starting from c is removed.
To find :
The eighth letter from the left of the new series formed.
Solution :
In this series, we have to remove the alternate letter starting from the letter C.
The letter C is the second letter, removing the letters that are located in the even place of the series.
On removing the letters
C E G I K M I O Q S U W Y Z
Then the remaining letters in the series will be
A B D F H J L N P R T V X
These were the letters that are present in the location of the series.
From the new series, the eighth letter is founded as
s founded as A B D F H J L N P R T V X
s founded as A B D F H J L N P R T V XThe eighth letter from the above series is N.
The first eight letters of the series are A B D F H J L N
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