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Infix notation is a method of writing mathematical expressions in which operators are placed between operands. For example, "a + b" represents the addition of a and b.
Prefix notation is a method of writing mathematical expressions in which operators are placed before the operands. For example, "+ a b" represents the addition of a and b.
Expression contains lowercase English letters, ā+ā, ā-ā, ā*ā, and ā/ā.
Input: /-ab+-cde
Output: ((a-b)/((c-d)+e))
Explanation:
In this test case, there are four operators ā/ā, ā-ā, ā+ā, ā-ā.
Prefix expression: /-ab+-cde.
The operator between āaā and ābā is ā-ā. Resulting expression: /(a-b)+-cde.
The operator between ācā and ādā is ā-ā. Resulting expression: /(a-b)+(c-d)e.
The operator between āc-dā and āeā is +. Resulting expression: /(a-b)((c-d)+e).
The operator between āa-bā and ā((c-d)+e)ā is ā/ā. Resulting expression: ((a-b)/((c-d)+e)).





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Write the Ployfill for Map function
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How do you remove whitespace from the start of a string?