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Let G r = b e a right linear regular grammar. W e want t o convert i t t o a n equivalent left

Let $G_{r} = b e$ a right linear regular grammar. $W e$ want $t o$ convert $i t t o a n$ equivalent left linear regular grammar $G_{l} .$ Naturally $w e$ need $L (G_{r}) = L (G_{l}) .$

$a$

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Let G r = b e a right linear regular grammar. W e want t o convert i t t o a n equivalent left

Let Gr=be a right linear regular grammar. We want to convert ittoan equivalent left linear regular grammar Gl. Naturally we need L(Gr)=L(Gl). a

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Let $G_{r} = b e$ a right linear regular grammar. $W e$ want $t o$ convert $i t t o a n$ equivalent left linear regular grammar $G_{l} .$ Naturally $w e$ need $L (G_{r}) = L (G_{l}) .$

$a$