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While there are many models that describe personality, the following model is easy to use and easy to remember Consider the differences among the four personality types below I call them the Accommodator, the Optimist, the Producer, and the Data Collector The Accommodator likes people but prefers small groups Accommodators are kind, gentle, calm, methodical, and prudent They are caretakers and tend to work in jobs that allow them to be helpers The Optimist is sunny in spirit, impulsive, dramatic, fun, articulate, emotional, and sensitive Optimists are party animals They are creative and tend to work in jobs that allow them to interact with a lot of people and use their creative air The Producer is impatient, focused, ambitious, goal oriented, competitive, and intolerant of people s foibles Producers are terri c problem-solvers They are doers and tend to work in jobs that allow them to work toward a clearly understood goal The Data Collector is independent, self-reliant, rational, curious, systematic, and self-contained Data Collectors love research They are fact oriented and tend to work in jobs that require attention to detail While most people are a mixture of all four personality types, most people also tend to demonstrate the attributes of one or another of the personality types in various environments and gravitate to jobs that suit their personality Thus knowing someone s job can help you identify their personality type As a writer, you can reach logical conclusions about which words and phrases to use based on people s jobs For example, which of the four personality types would most likely enjoy being a hospital nurse The job requires patient care and followup, the ability to empathize, and the skill to explain complex procedures in an understanding and kind manner Isn t it likely that a nurse will be an Accommodator An Accommodator is giving, gentle, and likes helping other people If you re trying to motivate a nurse to participate in a continuing education conference, for example, it makes sense to stress the bene ts of helping, because helping is a prime motivator to an Accommodator.

We recognize that the expression 2x is the derivative of x 2 + 1 This suggests the substitution u = x 2 + 1 Thus du = 2x dx Also x = 0 u = 1 and x = 3 u = 10 The integral is thus transformed to

Part II:

In addition to the methods defined by the interfaces that it implements, List<T> defines several methods of its own A sampling is shown in Table 25-15

Method public void AddRange(IEnumerable<T> collection) public int BinarySearch(T item)

10 1

Description Adds the elements in collection to the end of the invoking list Searches the invoking collection for the value passed in item The index of the matching element is returned If the value is not found, a negative value is returned The invoking list must be sorted Searches the invoking collection for the value passed in item using the comparison object specified by comparer The index of the matching element is returned If the value is not found, a negative value is returned The invoking list must be sorted Searches the invoking collection for the value passed in item using the comparison object specified by comparer The search begins at index and runs for count elements The index of the matching element is returned If the value is not found, a negative value is returned The invoking list must be sorted Returns a portion of the invoking list The range returned begins at index and runs for count elements The returned object refers to the same elements as the invoking object Returns the index of the first occurrence of item in the invoking collection Returns 1 if item is not found Inserts the elements of collection into the invoking collection, starting at the index specified by index Returns the index of the last occurrence of item in the invoking collection Returns 1 if item is not found Removes count elements from the invoking collection, beginning at index Reverses the contents of the invoking collection Reverses count elements of the invoking collection, beginning at index Sorts the collection into ascending order Sorts the collection using the specified comparison object If comparer is null, the default comparer for each object is used Sorts the collection using the specified comparison delegate

public int BinarySearch(T item, IComparer<T> comparer)

public int BinarySearch(int index, int count, T item, IComparer<T> comparer) public List<T> GetRange(int index, int count) public int IndexOf(T item) public void InsertRange(int index, IEnumerable<T> collection) public int LastIndexOf(T item) public void RemoveRange(int index, int count) public void Reverse( ) public void Reverse(int index, int count) public void Sort( ) public void Sort(IComparer<T> comparer)

public void Sort(Comparison<T> comparison)

This new integral is a bit easier to understand if we write the square root as a fractional power:

TABLE 25-15