1. Convert infix to postfix: Infix: * b + (c - d) Postfix: a
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- Determine the stack's performance when permitted to be itself.OCaml Code: I need help with writing the push and pop statements in order to create an interpreter for OCaml. I need help with writing the print statement as well. The println command pops a string off the top of the stack and writes it, followed by a newline, to the output file that is specified as the second argument to the interpreter function. In the case that the top element on the stack is not a string, it should be returned to the stack and an :error: pushed. If the stack is empty, an :error: shall be pushed. Below is the unfinished code. Make sure to use the test cases as well and show the screenshots of the code passing the test cases. Attached is info. for push and pop. interpreter.ml type stackValue = BOOL of bool | INT of int | ERROR | STRING of string | NAME of string | UNIT type command = ADD | SUB | MUL | DIV | PUSH of stackValue | POP of stackValue | REM | NEG | TOSTRING | SWAP | PRINTLN | QUIT let interpreter (input, output) = let ic = open_in input in…Draw the sequence of stack configurations in the evaluation of the following postfix expression: 3 5 5 * + 4 7 + / 6 *
- Evaluate the postfix expression 6,5,2,3, +, 8, *, +, 3, +, * using stack.The following is the postfix evaluation code for your reference. Explain the stack status for evaluating the following postfix expression 3 4 5 + *Q1: Write the code in c++ of Stack By Arrays and Perform MultipleTask which are given below. It should be menu base program 1. Push value in stack2. Check that Stack is Empty or Not.3. POP values From Stack.4. Search any values from stack.5. Update any value from stack.6. check Max & Min values from stack.
- * Evaluates the specified postfix expression. If an operand is * encountered, it is pushed onto the stack. If an operator is * encountered, two operands are popped, the operation is * evaluated, and the result is pushed onto the stack. * @param expr string representation of a postfix expression * @return value of the given expressionPostfix using StacksThe rules to convert an infix expression into an equivalent postfix expression are as follows: Suppose infx represents the expression and pfx represents the postfix expression. The rules to convert infx into pfx are as follows: 1. Initialize pfx to an empty expression and also initialize the stack.2. Get the next symbol, sym, from infx. a. if sym is an operand, append sym to pfx b. if sym is (. push sym into the stack. c. if dym is ). pop snd append all the symbols from the stack until the most recent left parenthesis. Pop and discard the left parentheses. d. If sym is an operator: i. Pop and append all of the operators from the stack to pfx that are above the most recent left parenthesis and have precededence greater than or equal to sym ii. Push sym onto the stack. 3. After processing infx, some operators might be left in the stack. Pop and append to pfx everything from the stack. In this program, you will…Q: Write the code in c++ of Stack By Link List and Perform MultipleTask which are given below. Add all the given tasks in the code 1. Push value in stack2. Check that Stack is Empty or Not.3. POP values From Stack.4. Search any values from stack.5. Update any value from stack. NOTE: STACK BY LINKLIST
- 3. Suppose + and - have HIGHER PRECEDENCE than * and /, and that you have the following infix expression: 3* 5+2-(6+3/3) Convert the expression from infix to postfix. Fill out the table, showing each step you take. List the action of each step and show the contents of the stack and postfix expression after completing the action. The first step is done for you. Popping an element off the stack and appending it to the postfix expression is one step. Action Add 3 to postfix. Stack (empty) Evaluate the postfix expression to produce the final integer result. Postfix 3Two stacks S1 and S2 can be implemented using one array. Write procedures: PopS1(Stack), PushS1(Stack,x), PopS2 (Stack), PushS2(Stack,x). The procedures should not declare an overflow unless every slot in the array is used.Problem Statement: Recall the concepts of stacks. Implement a stack using arrays. Build a program that takes an infix statement and converts it to a postfix statement. If the statement is incorrect the program should inform the user that the input statement is incorrect. Otherwise it should return the postfix expression. After the statement has been successfully converted, the program should then evaluate this postfix expression and return the result.