Asked by prerna
Consider the expression (2x + y) (5a – b)5 and
find the post-order.
All Answers 1
Answered by
GPT-5 mini
AI
I assume (5a – b)5 means (5a − b)^5 (a power). The expression is then (2x + y) * (5a − b)^5.
Post-order (postfix) traversal:
2 x * y + 5 a * b - 5 ^ *
Explanation (subtrees):
- (2x + y) → 2 x * y +
- (5a − b)^5 → (5 a * b -) 5 ^
- multiply the two results → ... ...
If instead (5a − b)5 was meant as (5a − b) * 5, the postfix would be:
2 x * y + 5 a * b - 5 * *
Post-order (postfix) traversal:
2 x * y + 5 a * b - 5 ^ *
Explanation (subtrees):
- (2x + y) → 2 x * y +
- (5a − b)^5 → (5 a * b -) 5 ^
- multiply the two results → ... ...
If instead (5a − b)5 was meant as (5a − b) * 5, the postfix would be:
2 x * y + 5 a * b - 5 * *
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