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You may be confused by some of the values that you get back from functions like Math.atan2(). Keep in mind that JavaScript, like most programming languages, does all of its trigonometric operations using radians. Switching between radians and degrees is a straightforward operation. But radians are the favored unit for working with circles and other curves. A radian is defined as one radius length around a circle s perimeter. Since the radius and circumference of a circle are directly proportional to each other, an angle measured in radians doesn t vary with the size of the circle.

Figure 6-1. The user profile page, with the blog module and the user module implementing hook_user('view') to add additional information Let s examine how the blog module added its information to this page: function blog_user($op, &$edit, &$user) { if ($op == 'view') { $items['blog'] = array( 'title' => t('Blog'), 'value' => l(t('View recent blog entries'), "blog/$user->uid"), 'class' => 'blog', // CSS selector class to add. ); return array(t('History') => $items); } } The view operation returns an associative array of associative arrays. The outer array should be keyed by category name. In the preceding example this is History. The interior array(s) should have a unique textual key (blog in this case) and have title, value, and class elements. By comparing the code snippet with Figure 6-1, you can see how these elements are rendered. Your module may also implement hook_profile_alter() to manipulate profile items before being themed by theme_user_profile() in user.module. The following is an example of simply removing the blog profile item from the user profile page: /** * Implementation of hook_profile_alter(). */ function hide_profile_alter(&$account, &$fields) { unset($fields['History']['blog']); }

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private var socket:Socket = new Socket(); private function initApp():void { socket.addEventListener(SecurityErrorEvent.SECURITY_ERROR, securityErrorHandler); }

Given a circle with radius r, we know from basic principles that its circumference is times its diameter. So the circumference of that circle is 2 r. If we want to know what percentage of the perimeter a single radian represents, we can just divide one radian s distance (r) by the total distance (2 r). And from that, it s possible to see that a radian is a little less than one-sixth of a circle. Indeed, 180 degrees is equal to exactly radians.

Radians represent a ratio, and ratios have no units. When you write an angle in degrees, you must denote it with the small circle that represents degrees. After all, degrees are an arbitrary unit; the value 360 happens to work well for a circle simply because it divides cleanly in so many ways. Of course, sometimes it will be important to make it perfectly clear that radians are the method of measurement. In that case, you can append rad to the value. But this is not a unit; it s simply an indication of what the number represents. Here s a summary of the conversion calculations: To convert from radians to degrees, divide by and multiply by 180. To convert from degrees to radians, multiply by and divide by 180.

By default, user registration on a Drupal site requires nothing more than a username and a valid e-mail address. Modules can add their own fields to the user registration form by implementing the user hook. Let s write a module called legalagree.module that provides a quick way to make your site play well in today s litigious society. First create a folder named legalagree at sites/all/modules/custom and add the following files (see Listings 6-1 and 6-2) to the legalagree directory. Then enable the module via Administer Site building Modules.

private function triggerSecurityError():void { var host:String = "www.appfoundation.com"; socket.connect(host, 65536); } private function securityErrorHandler(event:SecurityErrorEvent):void { trace("securityErrorHandler: " + event.text); } ]]> </mx:Script> <mx:Button label="Do It!" click="triggerSecurityError()"/> </mx:Application>

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