DEBUGGING AND EXECUTING A NEW PROJECT in .NET

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DEBUGGING AND EXECUTING A NEW PROJECT
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A = [ s (s a) (s b) (s c) ] 1/2 where s = (a + b + c) / 2. Also, the radius of the largest inscribed circle is given by ri = A/s and the radius of the smallest circumscribed circle is rc = abc / (4A) Calculate the area of the triangle, the area of the largest inscribed circle and the area of the smallest circumscribed circle for each of the following sets of data: a: b: c: 11.88 8.06 12.75 5.55 4.54 7.56 10.00 10.00 10.00 13.75 9.89 11.42 12.00 8.00 12.00 20.42 27.24 31.59 7.17 2.97 6.66 173.67 87.38 139.01
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(d) The increase in population of a bacteria culture with time is directly proportional to the size of the population. Thus the larger the population, the faster the bacteria will increase in number. Mathematically the population at any time can be expressed as P = P0[1 + ct + (ct)2/2 + (ct)3/6 + . . . + (ct)n/n!] where t = P0 = P = c = n = time in hours beyond a reference time bacteria population at the reference time bacteria population at time t an experimental constant indicates the number of terms in the series (specifically, n is one less than the number of terms in the series; e.g., if n = 2, there will be three terms in the series.)
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Calculate the population multiplication factor (P/P0) at 2, 5, 10, 20 and 50 hours beyond the reference time, assuming c=0.0289. Include the first 5 terms of the series (i.e., let n = 4). Based upon these calculations, describe, in general terms, how the the population multiplication factor varies with time. Hint: To avoid unnecessary calculations, make use of the relationship n! = n (n 1)!
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(ii) Calculate the population multiplication factor (P/P0) at 50 hours beyond the reference time, assuming c = 0.0289 and n = 10. (iii) Calculate the population multiplication factor (P/P0) at 50 hours beyond the reference time, assuming c = 0.0289 and n = 20. Based upon the results of parts (i), (ii) and (iii), describe, in general terms, the sensitivity of the population multiplication factor to n. 6.54 Modify the program shown in Example 6.3 to accommodate the special situation that occurs when b2 = 4ac, resulting in a single real root for the quadratic equation ax2 + bx + c = 0 Display a message indicating that there is only one real root, along with the value of the root.
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7.1 MODULES AND PROCEDURES Large projects are much more manageable if they broken up into modules, each of which contains portions of the code comprising the entire project. Visual Basic supports several types of modules, each of which is stored as a separate file. Form modules contain declarations, event procedures and various support information for their respective forms and controls. Form modules are stored as files identified by the extension .frm. Whenever you add a new form to a project and then save the form, a separate form module (i.e., a new .frm file) is created. A new form can be created by selecting Add Form from Visual Basic s Project menu. This results in a new form design window, within you may add the required code. A project may also include a standard module. Standard modules contain declarations and procedures that can be accessed by other modules. Standard modules are stored as files with the extension .bas. A standard module can be created by selecting Add Module from Visual Basic s Project menu. This results in a new code editor window, within which you may add the necessary declarations and procedures. Visual Basic also supports other types of modules, including class modules (extension .cls), whose characteristics are beyond the scope of our present discussion. A procedure (including an event procedure) is a self-contained group of Visual Basic commands that can be accessed from a remote location within a Visual Basic program. The procedure then carries out some specific action. Information can be freely transferred between the calling location (i.e., the command which accesses the procedure) and the procedure itself. Thus, it is possible to transfer information to a procedure, process that information within the procedure, and then transfer a result back to the calling location. Note, however, that not all procedures require an information transfer some merely carry out an action without any information interchange. Large modules are customarily decomposed into multiple procedures, for several reasons. First, the use of procedures eliminates redundancy (that is, the repeated programming of the same group of instructions at different places within a program). Secondly, it enhances the clarity of a program by allowing the program to be broken down into relatively small, logically concise components. And finally, the use of independent procedures allows programmers to develop their own libraries of frequently used routines. Visual Basic supports three types of procedures Sub procedures (sometimes referred to simply as subroutines), Function procedures (also called functions), and Property procedures. Sub and function procedures are commonly used in beginning and intermediate level programs. Hence, our focus in this chapter will be on sub and function procedures. The shell (beginning and ending statements) for a new sub or function procedure can be added to a project by selecting Add Procedure... from the Tools menu.
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