asp.net pdf viewer annotation

asp.net pdf viewer annotation

asp.net pdf viewer annotation

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itemid="microdata id in URL format" itemprop="microdata value" itemref="space-separated list of IDs that may contain microdata" itemscope="itemscope" itemtype="microdata type in URL format" spellcheck="true | false" tabindex="number"

accesskey="key" (55) contenteditable="false | true | inherit" (55) disabled="false | true" (55) hidefocus="true | false" (55) language="javascript | jscript | vbs | vbscript" (4) tabindex="number" (55) unselectable="on | off" (55)

// constructor used when cube is created Box(double len) { width = height = depth = len; } // compute and return volume double volume() { return width * height * depth; }

397 Chloroform/ethanol: G E = 632, H E = -208, C; = 230 Ethanolln-heptane: G E = 1445, H~ = 605, C = 11O : Ethanollwater: G E = 734, H~ = -416, C: = 110 Ethyl acetateln-heptane: G E = 759, H~ = 1465, C: = -80

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// Add weight class BoxWeight extends Box { double weight; // weight of box // construct clone of an object BoxWeight(BoxWeight ob) { // pass object to constructor super(ob); weight = obweight; } // constructor when all parameters are specified BoxWeight(double w, double h, double d, double m) { super(w, h, d); // call superclass constructor weight = m; } // default constructor BoxWeight() { super(); weight = -1; } // constructor used when cube is created BoxWeight(double len, double m) { super(len); weight = m; }

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1131 The excess Gibbs energy of a particular ternary liquid mixture is represented by the empirical expression, with parameters A12,A13,and A23 functions of T and P only:

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(a) Determine the implied expressions for In y,, In y2, and In j3 (b) Verify that your results for part (a) satisfy the summability relation, Eq (1195) (c) For species 1 determine expressions (or values) for In yl for the limiting cases: xl = 0, xl = 1, x2 = 0, and x3 = 0 What do these limiting cases represent

<p>This example is taken from <cite>HTML & CSS: The Complete Reference</cite> a book by Thomas Powell</p>

// Add shipping costs class Shipment extends BoxWeight { double cost; // construct clone of an object Shipment(Shipment ob) { // pass object to constructor super(ob); cost = obcost; } // constructor when all parameters are specified Shipment(double w, double h, double d, double m, double c) { super(w, h, d, m); // call superclass constructor cost = c; } // default constructor Shipment() { super(); cost = -1; } // constructor used when cube is created Shipment(double len, double m, double c) { super(len, m); cost = c; }

HTML 2, 32, 4, 401, 5 XHTML 10, 11, Basic Firefox 1+, Internet Explorer 2+, Netscape 1+, Opera 4+, Safari 1+

1132 The data in Table 112 are experimental values of v E for binary liquid mixtures of 1,3-dioxolane(1)and isooctane(2) at 29815 K (25 C) and 1 atm (a) Determine from the data numerical values of parameters a , b, and c in the correlating equation: V E = xlx2(a bxl i cxt) -

class DemoShipment { public static void main(String args[]) { Shipment shipment1 = new Shipment(10, 20, 15, 10, 341); Shipment shipment2 = new Shipment(2, 3, 4, 076, 128); double vol; vol = shipment1volume(); Systemoutprintln("Volume of shipment1 is " + vol); Systemoutprintln("Weight of shipment1 is " + shipment1weight); Systemoutprintln("Shipping cost: $" + shipment1cost); Systemoutprintln(); vol = shipment2volume(); Systemoutprintln("Volume of shipment2 is " + vol); Systemoutprintln("Weight of shipment2 is " + shipment2weight); Systemoutprintln("Shipping cost: $" + shipment2cost);

3:

(Code Listing)

The output of this program is shown here: Volume of shipment1 is 30000 Weight of shipment1 is 100 Shipping cost: $341 Volume of shipment2 is 240 Weight of shipment2 is 076

(b) Determine from the results of part (a) the maximum value of vE what value of At XI does this occur (c) Determine from the results of part (a) expressions for V : and Prepare a plot of these quantities vs xl, and discuss its features

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