Question: Let G be the grammar below G: S E E E + E | E * * E | ( E ) E a |

Let G be the grammar below
G:
SE
EE+E|E**E|(E)
Ea|b|c|D||
D0|1|2|3|4|5|6|7|8|9||
a. Show that G is ambiguous by finding two different parse trees for w=(b+5)**c+b. Label and paste your parse trees into Homework 5. How many leaves are in your parse tree?
b. Draw a parse tree for w=5**(a+2**b) starting from S . Paste your parse tree into Homework 5. How many leaves are in your parse tree?
Let G be the grammar below G: S E E E + E | E * *

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