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1111 If for a binary solution one starts with an expression for M (or MRor ME)as a function ofxl andapplies~qs(1115)and(1116)tofind~~n d ~ 2 ( 0 r a nfd ~ : o r ~ : a n d a ~ M;) and then combines these expressions by Eq (111 I), the initial expression for M is regenerated On the other hand, if one starts with expressions for M1 and M 2 ,combines them in accord with Eq (1111), and then applies Eqs (1115) and (1116), the initial expressions for M1 and M2 are regenerated if and only if the initial expressions for these quantities meet a specific condition What is the condition 1112 With reference to Ex 114, (a) Apply Eq (117) to Eq (A) to verify Eqs (B) and (C) (b) Show that Eqs (B) and (C) combinein accord with Eq (1111) to regenerate Eq (A) (c) Show that Eqs (B) and (C) satisfy Eq (1 114), the GibbsIDuhem equation (d) Show that at constant T and P,

When this element was initially introduced in 2004 by Apple, it caused some degree of controversy in the Web community because developers assumed that it would open the floodgates to vendor-specific extensions Under some Safari implementations, the close </canvas> tag is not required or understood

Remember, once you have created a superclass that defines the general aspects of an object, that superclass can be inherited to form specialized classes Each subclass simply adds its own, unique attributes This is the essence of inheritance

(e) Plot values of H, H I , and Hz, calculated by Eqs (A), (B), and (C), vs XILabel points HI, Hz, By, and H r , and show their values

Part I:

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A reference variable of a superclass can be assigned a reference to any subclass derived from that superclass You will find this aspect of inheritance quite useful in a variety of situations For example, consider the following:

User agents that do not understand <canvas> should render the contents of the element instead It is possible to simulate the <canvas> tag under Internet Explorer using one of numerous libraries such as Google s ExplorerCanvas (http://excanvassourceforge net/) Such libraries rely on the use of IE s proprietary VML (Vector Markup Language) technology and are likely going to operate slowly given the required translation as compared to a native <canvas> implementation 2 has a discussion of <canvas> and its use with JavaScript

1113 The molar volume (cm3 mol-') of a binary liquid mixture at T and P is given by:

(Table Caption)

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(a) Find expressions for the partial molar volumes of species 1 and 2 at T and P (b) Show that when these expressions are combined in accord with Eq (1111) the given equation for V is recovered (c) Show that these expressions satisfy Eq (1 114), the GibbsIDuhem equation (d) Show that (dVl/dxl),l,l =-(dV2/dxl)xl=o = 0 (e) Plot values of V, V1, and V2 calculated by the given equation for V and by the equations developed in (a) vs XILabel points Vl, V2, Vy, and V y , and show their values

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