Select the option that represents the letters that when sequentially placed in the blanks below will complete the letter series.
S _ P _ _ G _ I S G _ I _ _ P I
- AGISPPSG
- BSISSSPG
- CGIPSSPG
- DSISPSPG
Solution & Step-by-step Explanation
Let's analyze the given letter series: S _ P _ _ G _ I S G _ I _ _ P I
The total number of letters including spaces is 16. Let's try dividing it into 4 groups of 4 letters each:
S _ P _
_ G _ I
S G _ I
_ _ P I
By comparing group 3 (S G _ I) with group 2 (_ G _ I) and group 4 (_ _ P I):
We can deduce the repeating pattern is S G P I.
Let's complete each group using this pattern:
Group 1: S _ P _ → fill with G and I → S G P I
Group 2: _ G _ I → fill with S and P → S G P I
Group 3: S G _ I → fill with P → S G P I
Group 4: _ _ P I → fill with S and G → S G P I
The letters sequentially filled in the blanks are: G, I, S, P, P, S, G.
This matches option A.
The total number of letters including spaces is 16. Let's try dividing it into 4 groups of 4 letters each:
S _ P _
_ G _ I
S G _ I
_ _ P I
By comparing group 3 (S G _ I) with group 2 (_ G _ I) and group 4 (_ _ P I):
We can deduce the repeating pattern is S G P I.
Let's complete each group using this pattern:
Group 1: S _ P _ → fill with G and I → S G P I
Group 2: _ G _ I → fill with S and P → S G P I
Group 3: S G _ I → fill with P → S G P I
Group 4: _ _ P I → fill with S and G → S G P I
The letters sequentially filled in the blanks are: G, I, S, P, P, S, G.
This matches option A.