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Public Class WebForm1 Inherits System.Web.UI.Page Protected WithEvents drpFont As _ System.Web.UI.WebControls.DropDownList Protected WithEvents drpSize As _ System.Web.UI.WebControls.DropDownList Protected WithEvents drpStyle As _ System.Web.UI.WebControls.DropDownList Protected WithEvents Image2 As System.Web.UI.WebControls.Image Protected WithEvents drpForeground As _ System.Web.UI.WebControls.DropDownList Protected WithEvents drpBackground As _ System.Web.UI.WebControls.DropDownList Protected WithEvents txtText As System.Web.UI.WebControls.TextBox Protected WithEvents btnRender As System.Web.UI.WebControls.Button Protected WithEvents Image1 As System.Web.UI.WebControls.Image Dim ti As TextImaging.TextToImage Private Sub Page_Load( _ ByVal sender As System.Object, _ ByVal e As System.EventArgs) Handles MyBase.Load ti = New TextImaging.TextToImage() Image1.ImageUrl = ti.RenderText( Regular , _ 36 , Impact , My Home Page , LightBlue , Blue ) If Not Page.IsPostBack() Then Dim ds As DataSet If Cache( FontSettings ) Is Nothing Then ds = ti.LoadSettings() Cache( FontSettings ) = ds Else ds = CType(Cache( FontSettings ), DataSet) End If drpFont.DataSource = ds drpFont.DataMember = FontFamily

EXAMPLE 6-1

On occasion, you may see an error message, such as #DIV/0!, in your Excel worksheet. If you do, you should double-check your formula references to ensure that you have referenced the correct cells. Locating the source of an error is difficult, however especially in larger worksheets. Fortunately, if an error occurs in your worksheet, you can use Excel s Formula Auditing tools Error Checking and Trace Error to examine and correct formula errors.

Let s consider the eight observations collected from the prototype engine connectors from 1. The eight observations are x1 12.6, x2 12.9, x3 13.4, x4 12.3, x5 13.6, x6 13.5, x7 12.6, and x8 13.1. The sample mean is

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drpFont.DataTextField = FontName drpStyle.DataSource = ds drpStyle.DataMember = FontStyles drpStyle.DataTextField = StyleName drpSize.DataSource = ds drpSize.DataMember = FontSizes drpSize.DataTextField = Size drpBackground.DataSource = ds drpBackground.DataMember = Colors drpBackground.DataTextField = ColorName drpForeground.DataSource = ds drpForeground.DataMember = Colors drpForeground.DataTextField = ColorName DataBind() End If End Sub Private Sub btnRender_Click( _ ByVal sender As System.Object, _ ByVal e As System.EventArgs) Handles btnRender.Click Image2.ImageUrl = ti.RenderText( _ drpStyle.SelectedItem.Text, _ drpSize.SelectedItem.Text, _ drpFont.SelectedItem.Text, _ txtText.Text, _ drpBackground.SelectedItem.Text, _ drpForeground.SelectedItem.Text) End Sub End Class

x1 104 8

12.9 8

16

A physical interpretation of the sample mean as a measure of location is shown in the dot diagram of the pull-off force data. See Figure 6-1. Notice that the sample mean x 13.0 can be thought of as a balance point. That is, if each observation represents 1 pound of mass placed at the point on the x-axis, a fulcrum located at x would exactly balance this system of weights. The sample mean is the average value of all the observations in the data set. Usually, these data are a sample of observations that have been selected from some larger population of observations. Here the population might consist of all the connectors that will be manufactured and sold to customers. Recall that this type of population is called a conceptual or

11-63. Show that, for the simple linear regression model, the following statements are true: (a) a 1 yi

This code still displays the heading on the page, but also checks to see if the page has been posted back. If this is the first visit to the page, the DropDownList controls must be populated. A call is made to the LoadSettings method only if the DataSet is not in the cache. The balance of the Page_Load method is dedicated to assigning the DataSet to the DropDownList controls. The btnRender method simply calls the RenderText method using the settings from the DropDownList controls. The returned URL is placed into the second Image control s ImageURL.

11-64. An article in the IEEE Transactions on Instrumentation and Measurement ( Direct, Fast, and Accurate Measurement of VT and K of MOS Transistor Using VT-Sift Circuit, Vol. 40, 1991, pp. 951 955) described the use of a simple linear regression model to express drain current y (in milliamperes) as a function of ground-to-source voltage x (in volts). The data are as follows:

y x 23.1 32.8 31.8 32.0 30.4 24.0 39.5 24.2 52.5 y 10.5 16.7 18.2 17.0 16.3 10.5 23.1 12.4 24.9 x 37.9 30.5 25.1 12.4 35.1 31.5 21.1 27.6 y 22.8 14.1 12.9 8.8 17.4 14.9 10.5 16.1 0.734 0.886 1.04 1.19 1.35

x 1.1 1.2 1.3 1.4 1.5

The proxy class that has been created also contains settings that may need to be modified. This section addresses some of the most common settings.

y 1.50 1.66 1.81 1.97 2.12

1 2 B

x 1.6 1.7 1.8 1.9 2.0

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