Question: Consider the grammar bexpr - > bexpr or bterm | bterm bterm - > bterm and bfactor | bfactor bfactor - > not bfactor |

Consider the grammar
bexpr -> bexpr or bterm | bterm
bterm -> bterm and bfactor | bfactor
bfactor -> not bfactor |(bexpr)| true | false
a) Conshuct a parse tree for the sentence not (true or false).
b) Show that this grammar generates all boolean expressions,
*c) is this grammar ambiguous? Why?

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