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CHAPTER 11 - Java Software Solutions 4e Chapter 11...

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Java Software Solutions, 4e Lewis/Loftus Chapter 11 Chapter 11 Exercise Solutions 11.1. Write a recursive definition of a valid Java identifier (see Chapter 1). 11.2. A valid Java Identifier is a Java Letter followed by zero or more Java Identifier Substrings . A Java Identifier Substring consists of zero or more valid Java Letters or zero or more Java Digits . A Java Letter is any of the 26 English alphabetic characters in both uppercase and lowercase, the $ and the _ (underscore) characters, as well as alphabetic characters from other languages. A Java Digit includes the digits 0 through 9. 11.3. Write a recursive definition of x y (x raised to the power y), where x and y are integers and y > 0. 11.4. If y = 1, then x y = 1. otherwise x y = x * x (y-1) . 11.5. Write a recursive definition of i * j (integer multiplication), where i > 0. Define the multiplication process in terms of integer addition. For example, 4 * 7 is equal to 7 added to itself 4 times. 11.6. If i = 1, then i * j = j otherwise i * j = j + (i-1) * j where “*” refers to recursive multiplication as defined here and would be provided by a method such as “recursiveMult (i,j)”. To avoid confusing “*” with conventional multiplication, the definition could be rewritten as If i = 1, then recursiveMult (i,j) = j otherwise, recursiveMult (i,j) = j + recursiveMult (i, j-1)
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Java Software Solutions, 4e Lewis/Loftus Chapter 11 11.7. Write a recursive definition of the Fibonacci numbers. The Fibonacci numbers are a sequence of integers, each of which is the sum of the previous two numbers. The first two numbers in the sequence are 0 and 1.
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