Move largest value to the top of the stack Program plan: Import necessary packages. Create a class “StackMax”, Define the method “maxToTop ()” that accepts stack of integers, Check whether the stack is empty, Return nothing. Construct “LinkedList” object. Set the first element retrieved from the stack as maximum. Execute till stack becomes empty, Assign top of stack to the variable. Assign the maximum value returned from “max()” method. Insert the element removed from top of stack into the queue. Execute till queue becomes empty, Transfer all the elements from queue to stack. Check whether the popped out element and maximum value is not equal, If it is true, insert the popped element into the queue. Execute till queue becomes empty, Transfer all the elements from queue to stack. Insert the maximum value at the top of the stack. Print the stack with maximum value at the top. Define the method “main()”, Construct “Stack” object. Add integers into the stack. Print the stack of integers. Call the method “maxToTop()”with stack as parameter.

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Chapter 14, Problem 21E

Program Plan Intro

Move largest value to the top of the stack

Program plan:

Import necessary packages.

Create a class “StackMax”,

Define the method “maxToTop ()” that accepts stack of integers,

Check whether the stack is empty,

Return nothing.

Construct “LinkedList” object.

Set the first element retrieved from the stack as maximum.

Execute till stack becomes empty,

Assign top of stack to the variable.

Assign the maximum value returned from “max()” method.

Insert the element removed from top of stack into the queue.

Execute till queue becomes empty,

Transfer all the elements from queue to stack.

Check whether the popped out element and maximum value is not equal,

If it is true, insert the popped element into the queue.

Execute till queue becomes empty,

Transfer all the elements from queue to stack.

Insert the maximum value at the top of the stack.

Print the stack with maximum value at the top.

Define the method “main()”,

Construct “Stack” object.

Add integers into the stack.

Print the stack of integers.

Call the method “maxToTop()”with stack as parameter.

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