b) What is the associativity of the % operator? a) left b) right c) neither c) What is the associativity of the & operator? a) left b) right c) neither 1

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b) Associativity of the % Operator:
In the grammar G:
S - > T% * S | T
Here, the % operator is utilized in the creation T% * S. The associativity of an operator decides the request wherein activities of a similar priority are performed.
Left-Associativity: Assuming an operator is left-associative, it implies that tasks are performed from left to right. For instance, in the articulation a%b%c, it is identical to (a%b)%c. The % operator is applied to an and b first, and afterward the outcome is utilized with c.
Right-Associativity: Assuming an operator is right-associative, it implies that tasks are performed from right to left. For instance, in the articulation a^b^c,, it is identical to a^(b^c). The ^ operator is applied to b and c first, and afterwards the outcome is utilized with a.
The right solution for the given grammar is a) left, showing that the % operator is left-associative.
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