Direction: For the grammar below, a partial LL (1) parsing table is also presented along with the grammar. Entries that need to be filled are indicated as E1, E2 and E3. ε is the empty string, $ indicates end of input and | separates alternate right hand sides of productions. 
S → a A b B | b A a B | ε 
A → S 
B → S
- 
					 The FIRST and FOLLOW sets for the non-terminals A and B are
- 
                        -  FIRST (A) = {a, b, ε} = FIRST (B) 
 FOLLOW (A) = {a, b}
 FOLLOW (B) = {a, b, $}
 
-  FIRST (A) = {a, b, $} 
 FIRST (B) = {a, b, ε}
 FOLLOW (A) = {a, b}
 FOLLOW (B) = {$}
 
-  FIRST (A) = {a, b,  ε} = FIRST (B) 
 FOLLOW (A) = {a, b}
 FOLLOW (B) = ∅
 
-  FIRST (A) = {a, b,} = FIRST (B) 
 FOLLOW (A) = {a, b}
 FOLLOW (B) = {a, b,}
 
-  FIRST (A) = {a, b, ε} = FIRST (B) 
Correct Option: A
First (S) = First (aAbB) ∪ First (bAaB) ∪  ∈ = {a} ∪  {b} ∪ ∈
= {a,b,∈} 
First (A) = First S = {a,b,∈} 
First (B) = First S = {a,b,∈} 
Follow (S) = {$} ∪ follow (A) ∪ follows (B) 
Follow (A) = {a, b} 
Follow (B) = Follow (S) = {$, a, b} 
 
	