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a. This array does not have the heap property because the root-to-leaf path {a[1], a[3], a[6]} = {88, 44, 77} is not descending (44 < 77). b. This array does have the heap property. c. This array does have the heap property. d. This array does not have the heap property because its data elements are not contiguous: It does not represent a complete binary tree. e. This array does have the heap property. f. This array does not have the heap property because the root-to-leaf path {a[1], a[3], a[6]} = {88, 22, 55} is not descending (22 < 55) and the root-to-leaf path {a[1], a[3], a[7]} = {88, 22, 66} is not descending (22 < 66). Figure 13.9 shows a trace of the insertion of the keys 44, 66, 33, 88, 77, 55, 22 into a heap.

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3 2

13.4 13.5

(d) The tube is not properly applied. If the signal is removed (so that iP 0), then the plate dissipation increases to PP PPP 2:4 W, which exceeds the power rating.

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R2 is the same value as X. Thus, the outcome of a sequence of two XORs using the same value produces the original value. To see this feature of the XOR in ...

In particular, to evaluate a list, Scheme expects the first element of the list to be a function, and the following elements of the list to be arguments to the function Since the elements of the list may themselves be lists, evaluation proceeds recursively, by first evaluating the lists at the lowest level, and then proceeding to final evaluation of the function at the top level To add two numbers in Scheme, one creates a list The first element within parentheses is the function + , and the following elements are the arguments to the function When an expression is complete, the Scheme interpreter evaluates the function and returns the result This cycle is called the REPL the Read, Evaluate, Print, Loop.

boolean isHeap(int[] a) { // returns true if and only if the specified array // has the heap property int n = a.length; for (int i = n/2; i < n; i++) { for (int j = i; j > 1; j /=2) { if (a[j/2] < a[j]) { return false; } } } return true; }

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The plate e ciency of a vacuum-tube ampli er is de ned as the ratio of ac signal power delivered to the load to plate supply power, or PLac =PPP . (a) Calculate the plate e ciency of the ampli er of Problem 4.25. (b) What is the maximum possible plate e ciency for this ampli er without changing the Q point or clipping the signal

CHAP. 13]

Frequently in analog system design, the need arises to modify ampli er gain in various ways, to compare signals with a generated reference, or to limit signals depending on their values. Such circuit applications can often be implemented with the high-input-impedance, low-output-impedance and highgain characteristics of the op amp. The possibilities for op amp circuits are boundless; typically,

Here is the code to add 3 and 5 together: (+ 3 5 ) 8 If we wish to add more than two numbers, we simply include more parameters to the function.

In addition to the Set interface, the TreeSet class also implements 6 methods specified by the SortedSet interface (Figure 4.6) and 13 methods specified by its NavigableSet extension (Figure 4.7). These additional 19 methods require implementing classes to maintain an ordering mechanism among their elements, allowing them to be compared for size. In Java, there are two ways for objects to be compared: either by means of their natural ordering or by the application of an external Comparator object. Classes whose objects enjoy a natural order implement the comparable interface. These include the wrapper classes (Integer, Double, etc.), the BigInteger and BigDecimal classes in the java.math package, and the String class. User-defined orderings can be defined for a class by implementing the Comparator interface, which is part of the JCF. It specifies a compare() method, which returns an int that indicates

CHAP. 9]

however, nonlinear elements (such as diodes or transistors) are introduced into negative feedback paths, while linear elements are used in the input branches.

how its two arguments are ordered: compare(x,y) > 0 means that x is greater than y, compare(x,y) < 0 means that x is less than y, and compare(x,y) == 0 means that x equals y. A Comparator object can be passed to a SortedSet constructor to specify how the elements should be ordered. EXAMPLE 4.7 Constructing a TreeSet Collection with a Comparator Object

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