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p: 3.00 - 8.00x + 2.00x^4 + 1.00x^5 p.degree(): 5 q: 5.00x + 6.00x^2 + 9.00x^3 q.degree(): 3 p.plus(q): 3.00 - 3.00x + 6.00x^2 + q.plus(p): 3.00 - 3.00x + 6.00x^2 + p.plus(q).degree(): 5 z: 0 z.degree(): -1 p.plus(z): 3.00 - 8.00x + 2.00x^4 + z.plus(p): 3.00 - 8.00x + 2.00x^4 + p: 3.00 - 8.00x + 2.00x^4 + t: 8.88x^44 t.degree(): 44

If we let n + m . and define r ( m ) = lim,,,,

CHAP. 14]

r(m)= 2

The var-args constructor is tested at lines 3 4, and the two-argument constructor is tested at line 18. The other testing includes checking (at lines 9 10) that the plus() method is commutative: p + q = q + p, and (at lines 14 16) that the zero polynomial z satisfies the defining condition p + z = z + p = p.

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However, because ~ ( n> 0, it follows that r ( m ) is the positive root, which is )

Write and test this method for the Polynomial class:

CHAP. 7]

equation, and verify that it is true. For the second property, from the definition of the Fibonacci sequence we have

public Polynomial times(double factor) // returns a new polynomial that is equal to this polynomial

+ 2) - x 2 ( n + I ) = x ( n ) [ x ( n )+ 2x(n + I)]

7.1 7.2 7.3 7.4 7.5 7.6 7.7

7.1 The List interface includes these 10 methods that work with indexes:

+ 3) = x ( n + I) + x ( n + 2 ) = x ( n ) + 2 x ( n + I)

A savings account pays interest at the rate of 5 percent per year with interest compounded monthly.

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What is the difference between the Collection interface and the List interface What is the difference between the AbstractCollection class and the AbstractList class What is the difference between the AbstractList class and the AbstractSequentialList class What is the difference between the Iterator interface and the ListIterator interface What is the difference between the ArrayList class and the LinkedList class What is the difference between an ArrayList object and a Vector object In deciding whether to use an ArrayList or a LinkedList in an application, what factors make one choice better than the other

public public public public public void boolean Object int int add(int index, Object object); addAll(int index, Collection collection); get(int index); indexOf(Object object); lastIndexOf(Object object);

(a) If $50 is deposited into the account every month for 60 months, find the balance in the account at the end of the 60 months. Assume that the money is deposited on the first day of the month s o that,

(b) If no deposits are made for the next 60 months, find the account balance at the end of the next 60month period.

7.1 Implement the following method:

listIterator(); listIterator(int index); remove(int index); set(int index, Object object); subList(int start, int stop);

CHAP. 41 (c)

public static void loadRandomLetters(LinkedList list, int n) // fills list with n randomly generated capital letters

Instead of being compounded monthly, suppose that the bank offers to compound the interest daily. Compute the account balance at the end of 60 months and 120 months and compare your balances with those obtained when the interest is compounded monthly.

7.2 7.3

(a) The savirigs account balance at the beginning of the nth month is equal to the balance in the previous month plus the amount deposited in the nth month plus the interest earned on the balance from the previous month. Therefore, if y(n) is the balance at the beginning of the nth month,

7.2 7.3 7.4

where j3 is the interest earned on the account, and x(n) is the amount deposited into the savings account in the nth month. Taking z-transforms, and solving for Y (z), we have

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