code:
import java.util.Stack;
public class Test
{
public static boolean isNumeric(String str)
{
try{
double d = Double.parseDouble(str);
}
catch(NumberFormatException nfe){
return false;
}
return true;
}
public static int evaluatePf(String expression)
{
Stack<Integer> stack=new Stack<>();
String[] ops=expression.split(" ");
for(int i=0;i<ops.length;i++)
{
String c=ops[i];
// push to the stack when it is a number,
if(Test.isNumeric(c))
stack.push(Integer.parseInt(c));
// when it is an operator, pop the top two elements and apply the operator and push the result again
else
{
int v1 = stack.pop();
int v2 = stack.pop();
switch(c)
{
case "+":
stack.push(v2+v1);
break;
case "-":
stack.push(v2- v1);
break;
case "/":
stack.push(v2/v1);
break;
case "*":
stack.push(v2*v1);
break;
case "%":
stack.push(v2%v1);
break;
}
}
}
return stack.pop();
}
public static void main(String[] args)
{
String expression="69 5 7 25 7 * + - 18 25 5 / 20 25 20 % + * + + +";
System.out.println(evaluatePf(expression));
}
}
Java please 5. Using the following postfix expressions, use a class) to stack (or the method...
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have to solve in this way please help basic question is : Evaluating Postfix Expressions operandpop stack sperandi perde operand2 - pop stack result-ord er Figure 7-8 2 .4 The action of a postcator when Exercise : 1 2 3 Change the following expression from infox to postfix ( A B ) + (C-D/E) 2.5°(((9+8) (46))+7) 3. A(B+(C+D)(EF )/G) H 4.4 23-3+8/4/(1+1) 4
In Java please as soon as possible Convert the following expressions to both Prefix and Postfix / Infix and create the binary trees which represent them. V. (A B/C+D$E) * (F/G)- H A. (A+B)+(C/(D E)-F)/G H B. KL+A B+ CDEF$/-/HI+ * - C. Convert the following expressions to both Prefix and Postfix / Infix and create the binary trees which represent them. V. (A B/C+D$E) * (F/G)- H A. (A+B)+(C/(D E)-F)/G H B. KL+A B+ CDEF$/-/HI+ * - C.
This project is designed to practice with OOP, stack data structure, its applications, and C++/Java programming language. You will write a program that reads an infix expression, converts it to a postfix expression, evaluates the postfix expression, and prints out the answer. You must define and implement your own Stack class and a Calculator class. Your Stack class supports standard basic stack operations and you can implement it with an array or a linked list. You should create a class...
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