3. Convert the infix expression: X+Y - Z * R – F / M correct evaluation order for each arithmetic operation. into postfix notation taking into account
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- Convert the following infix expressions to postfix. (3+1) * ((1+2) * (5+4)) please write step-by-step on paperWrite each of the following infix expressions in postfix notation: (a) a + b * c / d(b) a + b * (c / d)Convert the following infix expression into postfix notation. (A*B+(C/D))-F (A+B)*C/ A*B+(C/D) Evaluate following prefix expressions /-AB*+DEF *^+A/BD-EFG /*-AB/DE**FGH Where, A=1, B=2, C=3, D=4, E=2, F=2, G=4, H=3
- Construct the DAG and identify the value numbers for the subexpressions of the following expressions, assuming + associates from the left. a) a+ b+ (a+ b). b) a + b + a + b. c) a + a + (( a + a + a +(a+a+a+a))evaluate the postfix expressions. use the algoirthm to evaulate the postifx expressions. show full steps please. Assume a= 5, b = 3, c = 2 and d =-3Rewrite the following statements using augmented assignment operators.a. x = x + 1b. x = x * 2c. x = x / 10d. x = x − 100
- Rewrite the following arithmetic expressions to take advantage of concurrent processing by usingthe terms COBEGIN and COEND. X := (A * 2B)^2 / (C + D)^(E + F) .Convert the following infix expressions to postfix notations. (A + B) + (C + D) * E A - (B + C) * D + E / F ((A + B) / (C - D) + E) * F - G A + B * (C + D) - E / F * G + HEvaluate following prefix expressions /-AB*+DEF *^+A/BD-EFG /*-AB/DE**FGH
- Convert the following infix expression into postfix notation. (A*B+(C/D))-F (A+B)*C/ A*B+(C/D)answer last time was not understood or incorrect C=3 for the codetake the input from the user(infix,postfix and prefix). and then display all three forms(infix,postfix and prefix) of the expression. if infix is given it should convert into postfix and prefix, if prefix is given,it should convert into postfix and infix if postfix is given it should convert into prefix and infix write the program in C++ along with output.