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Review Questions
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5.1 5.2 Why are stacks called LIFO structures Would it make sense to call a stack
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a. a LILO structure b. a FILO structure 5.3 What is a. prefix notation b. infix notation c. postfix notation
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STACKS
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Determine whether each of the following is true about postfix expressions: a. x y + z + = x y z + + b. x y + z = x y z + c. x y z + = x y z + d. x y z = x y z
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5.1 Trace the following code, showing the contents of the stack after each invocation:
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Stack stack = new Stack(); stack.push(new Character('A')); stack.push(new Character('B')); stack.push(new Character('C')); stack.pop(); stack.pop(); stack.push(new Character('D')); stack.push(new Character('E')); stack.push(new Character('F')); stack.pop(); stack.push(new Character('G')); stack.pop(); stack.pop(); stack.pop();
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Translate each of the following prefix expressions into infix: a. / + * a b c d e b. / a b * c + d e c. / a + b * c d e Translate the prefix expressions in Problem 5.2 into postfix. Translate each of the following infix expressions into prefix: a. ( a + b ) ( c / ( d + e ) ) b. a / ( ( b / c ) * ( d e ) ) c. ( a / ( b / c ) ) * ( d e ) Translate the infix expressions in Problem 5.4 into postfix. Translate each of the following postfix expressions into prefix: a. a b + c d / e + b. a b c + d e * c. a b c d e / / / / Translate the postfix expressions in Problem 5.6 into infix.
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5.3 5.4
5.5 5.6
STACKS
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Write this client method using only the push(), peek(), pop(), and isEmpty() methods:
public static <E> Deque<E> reversed(Deque<E> stack) // returns a new stack that contains the same elements as the given // stack, but in reversed order
Write this client method using only the push(), peek(), pop(), and isEmpty() methods:
public static <E> Deque<E> reversed(Deque<E> stack) // returns a new stack that contains the same elements as the given // stack, but in reversed order, and leaves the given stack in its // original state
5.10 Write this client method using only the push(), peek(), pop(), and isEmpty() methods:
public static <E> void reverse(Deque<E> stack) // reverses the contents of the specified stack
5.11 Write this client method using only the push(), peek(), pop(), and isEmpty() methods:
public static <E> E penultimate(Deque<E> stack) // returns the second from the top element of the specified stack
5.12 Write this client method using only the push(), peek(), pop(), and isEmpty() methods:
public static <E> E popPenultimate(Deque<E> stack) // removes and returns the second element of the specified stack
5.13 Write this client method using only the push(), peek(), pop(), and isEmpty() methods:
public static <E> E bottom(Deque<E> stack) // returns the bottom element of the specified stack
5.14 Write this client method using only the push(), peek(), pop(), and isEmpty() methods:
public static <E> E popBottom(Deque<E> stack) // removes and returns the bottom element of the specified stack
5.15 Add this member method to the ArrayStack class shown in Example 5.3 on page 104:
public void reverse() // reverses the contents of this stack
5.16 Add this member method to the LinkedStack class shown in Example 5.4 on page 106:
public void reverse() // reverses the contents of this stack
5.17 Add this member method to the ArrayStack class shown in Example 5.3 on page 104:
public E penultimate() // returns the second from the top element of this stack
5.18 Add this member method to the LinkedStack class shown in Example 5.4 on page 106:
public E penultimate() // returns the second from the top element of this stack
5.19 Add this member method to the ArrayStack class shown in Example 5.3 on page 104:
public E popPenultimate() // removes and returns the second element of this stack
5.20 Add this member method to the LinkedStack class shown in Example 5.4 on page 106:
public E popPenultimate() // removes and returns the second element of this stack
5.21 Add this member method to the ArrayStack class shown in Example 5.3 on page 104:
public E bottom() // returns the bottom element of this stack
5.22 Add this member method to the LinkedStack class shown in Example 5.4 on page 106:
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