Select the option that represents the letters that when sequentially placed from left to right in the blanks below will complete the letter series. _ P _ J _ P _ P _ _ P _
JPPJPJP
To solve this problem, we need to complete the letter series by filling in the blanks with the sequence of letters that fit the pattern.
The given series is:
_ P _ J _ P _ P _ _ P _
Let's analyze the sequence piece by piece:
- Place the letter "J" in the first blank: J P _ J _ P _ P _ _ P _
- Observe the sequence after adding one possibility:
- J P (the next is "P" which follows "J" previously filled)
- J P P J (fits so far)
- Continue fitting the options: Let's continue by assuming the filling option in steps or sections
- Next fill logical choice can be again "J" after P is: J P P J (another J would fit better because after this step, we can expect another "P" to follow)
Completed so far:
J P P J P P J PAnd, indeed the entire sequence fits: J P P J P J P
Therefore, the sequence "JPPJPJP" perfectly fills all the blanks and maintains the pattern.
Therefore, the correct option is:
JPPJPJP
Let's verify the logical elimination of incorrect options:
- Option JPPJJPJ: Does not logically sequence completely, missing continuity at the 4th blank.
- Option PPJJJJ: Does not follow the form "J before each P", besides creating irregular blank fills.
- Option JJPPPPJ: Overextends P abundance, pattern breaks quickly after first placements.
Thus, the solution is verified, and the correct sequence is "JPPJPJP".
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