Question: 1 . Are the two grammars below equivalent as in do they generate the same language. If they do , what is the language. If

1. Are the two grammars below equivalent as in do they generate the same language. If they do, what is the language. If not, come up with at-least one string that one grammar can generate, but not the other.
S -> aR
R -> bR
R-> aT
T->\lambda S -> Ra
R -> Rb
R-> Ta
T->\lambda

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