Math, asked by meritskumari, 1 month ago

In this series, you will be looking at a letter pattern. Which of the given options should fill in the blank?
CPJ, LRE, GTN,​

Answers

Answered by yelurvenkatsandeep
6

Answer:

pvi is the answer

hope it helps

Answered by swethassynergy
0

PVI is the next letter pattern.

CPJ, LRE, GTN, ​PVI

Step-by-step explanation:

Given:

CPJ, LRE, GTN,​

To find:

The next letter pattern.

Solution:

  • This is an alphabetical sequence that is arranged in a manner from a series.
  • We need to find the relationship between the alphabets thus we can able to construct a series.

CPJ⇒LRE⇒GTN⇒?

CPJ⇒LRE

We have to evaluate the last letter to the first letter of the second term, then the middle term to the middle term, and the first letter to the last letter (J⇒L P⇒R C⇒E).

This series leaves exactly one letter in between the alphabets.

LRE⇒GTN

We have to evaluate the last letter to the first letter of the second term, the middle letter to the middle term, and the first to the last letter (EG R⇒T L⇒N).

This series leaves exactly one letter in between the alphabets.

GTN⇒?

We have to evaluate the last letter to the first letter of the second term, the middle letter to the middle term, and the first letter to the last letter(G⇒I T⇒V N⇒P). This series leaves exactly one letter in the alphabet.

We get (I⇒V⇒P), we inverse the alphabets thus we get P⇒V⇒I

PVI

Hence,

CPJ, LRE, GTN, PVI

Similar questions