The best architecture for evaluating postfix notation is the stack-based architecture. true or false

The answer is "True"

Explanation:

The postfix notation is used in the representation of algebraic expressions. The expressions written in postfix structure are assessed quicker contrasted with infix notation as enclosure are not needed in postfix.

postfix notation is a notation for representing arithmetic expressions in which the operands show up before their operators. There are no priority rules to learn, and enclosures are rarely required. Due to this effortlessness, some calculators use postfix notation to evade the intricacies of the numerous parenthesis needed in nontrivial infix articulations.

As expressions become more complicated, the pencil and paper solutions require a little more work. A number of tasks must be performed to solve  a problem.

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