Application of Stacks (Infix to Postfix) - Part 4

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Data Structures: Application of Stacks (Infix to Postfix) - Part 4
Topics discussed:
1) Algorithm for converting the Infix expression to its equivalent Postfix expression.

Music:
Axol x Alex Skrindo - You [NCS Release]

#DataStructuresByNeso #DataStructures #Stacks #ApplicationOfStacks
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Best video series on this topic !
Very well done !

timstevens
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No one explained this point. its really great sir

sravanisravanam
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this video is pure gold, awesome knowledge and explanation

robertofranciscoriosmorale
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answer of homework will be : 854^2+*62^93*/-

justaheroforfun
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explained very well, I always found it amazing while watching this channel video. It always helps me.

rakadking
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iam very lucky person because iam a subscriber of NESO ACADAMY

wind_mill
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Really explaination is very clear and I love it

madhusudhantd
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Sir please make a playlist like this as for python programming ...

mohanapriya
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Sir, please take a python courses your video is clear cut concept

rajupaari
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9:36 If we assume the left parenthesis to have the least precedence then shouldn't we have popped out the "+" in the stack before pushing " ( " ?

sauravjeffrymahanta
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5:36 *>=+ but why else part.... I don't understand

mgatech
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Nice video, however i have a question, for the condition of the operators, could i say if the precedence of the current operator is greater than the precedence of the operator at top of the stack ?

abdelmalek
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Plz do mention the answers of asked questions.

saniyamansuri
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If left parenthesis has the least precedence, why wasn't - compared to the + operator in the stack, rather it was ignored. @9:36? I need a clear cut explanation on this please.

ajgaming
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I didn't understand point when they compare * with + ??? Please someone * precendence is higher Than +, why we didn't pop them out ??

ynimation