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// Use ParallelInvoke( ) to execute methods concurrently // This version uses lambda expressions using System; using SystemThreading; using SystemThreadingTasks; class DemoParallel { static void Main() { ConsoleWriteLine("Main thread starting");

Part II:

By the end of the week, we must rewrite the job description, advertise the position, and begin interviewing

// Run two anonymous methods specified via lambda expressions ParallelInvoke( () => { ConsoleWriteLine("Expression #1 starting"); for(int count = 0; count < 5; count++) { ThreadSleep(500); ConsoleWriteLine("Expression #1 count is " + count ); } ConsoleWriteLine("Expression #1 terminating"); }, () => { ConsoleWriteLine("Expression #2 starting"); for(int count = 0; count < 5; count++) { ThreadSleep(500); ConsoleWriteLine("Expression #2 count is " + count ); } ConsoleWriteLine("Expression #2 terminating"); } ); ConsoleWriteLine("Main thread ending"); } }

We have Tan 1 1 = , 4 , 6

Because the compound assignment statements are shorter than their noncompound equivalents, the compound assignment operators are also sometimes called the shorthand assignment operators The compound assignment operators provide two benefits First, they are more compact than their longhand equivalents Second, they can result in more efficient executable code (because the left-hand operand is evaluated only once) For these reasons, you will often see the compound assignment operators used in professionally written C# programs

4:

C# provides a set of bitwise operators that expand the types of problems to which C# can be applied The bitwise operators act directly upon the bits of their operands They are defined only for integer operands They cannot be used on bool, float, or double They are called the bitwise operators because they are used to test, set, or shift the bits that comprise an integer value Among other uses, bitwise operations are important to a wide variety of systems-level programming tasks, such as analyzing status information from a device Table 4-1 lists the bitwise operators

The bitwise operators AND, OR, XOR, and NOT are &, |, ^, and ~ They perform the same operations as their Boolean logic equivalents described earlier The difference is that the bitwise operators work on a bit-by-bit basis The following table shows the outcome of each operation using 1s and 0s:

Tan 1 1/ 3 =

In terms of its most common usage, you can think of the bitwise AND as a way to turn bits off That is, any bit that is 0 in either operand will cause the corresponding bit in the outcome to be set to 0 For example 1101 0011 & 1010 1010 -------------------1000 0010

Result Bitwise AND Bitwise OR Bitwise exclusive OR (XOR) Shift right Shift left One s complement (unary NOT)

Part I:

Tan 1 ( 3) = 3 As with the first two trigonometric functions, we note that the tangent function takes each of the values 1, 1/ 3, 3 at many different points of its domain But Tan x takes each of these values at just one point of its domain

Note a similar issue in the following sentence: The beginning is constructed differently from the end

The following program demonstrates the & by using it to convert odd numbers into even numbers It does this by turning off bit zero For example, the low-order byte of the number 9 in binary is 0000 1001 When bit zero is turned off, this number becomes 8, or 0000 1000 in binary

// Use bitwise AND to make a number even using System; class MakeEven { static void Main() { ushort num; ushort i; for(i = 1; i <= 10; i++) { num = i; ConsoleWriteLine("num: " + num); num = (ushort) (num & 0xFFFE); ConsoleWriteLine("num after turning off bit zero: " + num + "\n"); } } }

The output from this program is shown here:

The derivative of our new function may be calculated in the usual way The result is 1 d 1 Tan x = dx 1 + x2 Next we calculate some derivatives: