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Select the combination of letters that when sequentially placed in the blanks of the given series will complete the series.
G_CT_GP_T_GPC_D_PC_D
P, D, D, C, G, T, T
P, D, C, D, T, G, T
P, T, T, D, D, C, G
C, T, D, G, T, D
Let’s break this down step by step:
- The incomplete sequence is: G _ C T _ G P _ T _ G P C _ D _ P C _ D
- Let’s see each blank in context.
So, plugging in Option 2 (your answer): P, D, C, D, T, G, T
G P C T D G P C D T G P C D
Let’s line that up:
1. G P C T _
2. _ G P C T _
3. _ G P C D T _
4. _ G P C D T _
5. _ G P C D T G _
6. _ G P C D T G T
Oops, that’s messy. Actually, the series is:
G _ C T _ G P _ T _ G P C _ D _ P C _ D
Slot Option 2 in order:
1. G P C T D G P C T D G P C T D G P C T
But now compare this to the root structure. What’s happening is, the series skips forward by adding one more letter each time:
- G
- G P
- G P C
- G P C T
- G P C T D
- G P C T D G
- G P C T D G P
Here’s what that looks like with our missing pieces:
- G _ needs: P
- C T _ needs: D
- G P _ needs: C
- T _ needs: D
- G P C _ needs: T
- D _ needs: G
- P C _ needs: T
- D done!
So Option 2 is: P, D, C, D, T, G, T – it fits the pattern exactly.
- Option 2 follows the sequence, each blank aligns perfectly with the logic of adding the next letter in the series.
- Other options repeat or mismatch letters by placing, breaking the sequence.
- The key is to see that at each "_", you’re stepping through filling out "G P C T D G P C T" etc.
The correct answer is Option 2: P, D, C, D, T, G, T
By: santosh ProfileResourcesReport error
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