#### Solution By Steps
***Step 1: Variables of G***
The variables of G are R, S, T, X.
***Step 2: Terminals of G***
The terminals of G are a, b.
***Step 3: Start Variable of G***
The start variable of G is R.
***Step 4: Strings in L(G)***
Three strings in L(G) are:
1. aaabba
2. bbaaa
3. abba
***Step 5: Strings not in L(G)***
Three strings not in L(G) are:
1. aaaa
2. bbbb
3. ab
***Step 6: Description of L(G)***
The language L(G) consists of strings that can be generated by the grammar G.
#### Final Answer
a. Variables of G: R, S, T, X
b. Terminals of G: a, b
c. Start Variable of G: R
d. Three strings in L(G): aaabba, bbaaa, abba
e. Three strings not in L(G): aaaa, bbbb, ab
f. Description of L(G): Language generated by grammar G
#### Key Concept
Context-Free Grammar
#### Key Concept Explanation
A context-free grammar consists of a set of production rules that define the language's syntax. It is used to generate strings in a language by applying rules to variables and terminals.
Follow-up Knowledge or Question
What are the variables of a context-free grammar?
What are the terminals of a context-free grammar?
Which is the start variable of a context-free grammar?
Was this solution helpful?
Correct