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The leakage-injection model of equilibrium output focuses on saving and gross imports as leakages from the circular ow and on investment and gross exports as spending injections. Leakages depress aggregate spending, while injections increase aggregate spending. For example, spending on domestic output declines when individuals buy more imported rather than domestically produced commodities. An equilibrium level of output exists in the leakage-injection model when the sum of leakages equals the sum of injections.

Add this member method to the ArrayQueue class shown in Example 6.3 on page 119:

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6.10 Add this member method to the LinkedQueue class shown in Example 6.4 on page 120:

6.11 Add this member method to the ArrayQueue class shown in Example 6.3 on page 119:

6.12 Add this member method to the LinkedQueue class shown in Example 6.4 on page 120:

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anything in the workbook. This is a good habit to get into, especially once you are finished with your changes and want to save them. If you have very complex components and you select Save Workbook while still in the Design mode, you may receive a critical error and get knocked off the server. Once that happens, in most cases, all your unsaved configurations will be lost. Once you are finished in Design mode, use the Exit Design Mode option to move to Analysis mode. This is one approach to accessing the BEx Analyzer workbook functionality. Another approach is to open the BEx Analyzer and use the New function in Excel (top portion of the Excel screen) to start the creation of a workbook from scratch, as shown next.

6.13 Add this member method to the ArrayQueue class shown in Example 6.3 on page 119:

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The paradox of thrift demonstrates that increases or decreases in consumers desire to save, ceteris paribus, affect the economy s output level but not its saving level. Suppose that there are no exports or imports and that the government neither taxes nor spends. Individuals begin to save more of their income, which is a leakage. If investment does not increase, leakages will not equal injections. However, output will be decreased because individuals are not spending as much with more saving. Since output becomes income to individuals, income will decrease until saving equals investment again, i.e., leakages equal injections. If investment does not change, saving must end up at its initial value. Individuals may be saving a greater percentage of their income, but they have less income. So saving stays the same while output decreases. Saving has hurt the economy, thus the paradox.

6.14 Add this member method to the LinkedQueue class shown in Example 6.4 on page 120:

6.1 6.2 Queues are called FIFO structures because the first element that is inserted into a queue is always the first element to be removed. FIFO is an acronym for first-in-first-out. a. Yes, because a LILO structure would mean last-in-last-out which is just the same as a first-infirst-out protocol. b. No, because a FILO structure would mean first-in-last-out which is the opposite of the first-infirst-out protocol. The advantage of the linked implementation is that it essentially eliminated the possibility of queue overflow, that is, the number of calls to the add() method is limited only by the amount of computer memory available to the new operator. The only real disadvantage is that the linked implementation uses pointers, so it is more complicated than the contiguous implementation.

6.1 6.2

public static <E> Queue<E> reversed(Queue<E> queue) { // returns a new queue that contains the same elements as the given // queue, but in reversed order Queue<E> queue1 = new ArrayDeque<E>(); Deque<E> stack = new ArrayDeque<E>(); while(!queue.isEmpty()) { stack.push(queue.remove()); } while(!stack.isEmpty()) { queue1.add(stack.pop()); } return queue1; }

The paradox of thrift explains why it is good for an individual to save, but not necessarily good for the economy in general.

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