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To find the maximum and minimum values of a function f(x, y) subject to the constraint g(x, y) = 0, the method of Lagrange multipliers can be used. Geometrically, it can be shown that the maximum (minimum) value of f will occur where the level curves of f and the level curves of g share a common tangent line. At this point the gradient of f 1 and the gradient of g will be parallel and f ( x , y) = g( x , y) . It follows that f x ( x , y) = g x ( x , y) f y ( x , y) = g y ( x , y) Using these equations, together with g(x, y) = 0, can be eliminated and the values of x and y corresponding to the maximum and minimum values of f can be determined. The next example illustrates the procedure.

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Solved this problem. Modified the data set by populating the values in the same format. Eg., I appended the object as. 123 456 789. and mapped the data-source​ ...

Under the SSL switch is an Authentication tab usually, Password is the correct setting. We don t recommend that you change this setting unless you have specific directions from your e-mail service provider to make a change.

EXAMPLE 7 Suppose we wish to find the maximum and minimum values of f(x, y) = 2x2 + 3y2 subject to the

Fig. 2-28.

constraint x2 + y2 = 4. We define g(x, y) = x2 + y2 4 and eliminate . f[x_, y_]= 2 x + 3 y ; g[x_, y_]= x2 + y 2 4;

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Most often, when you configure your e-mail account, the server port is set for you. Sometimes, there are tweaks that need to be made that are specific to your ISP. If you have been given specific settings from your ISP, you can change the server port to try to alleviate any errors you might be receiving. Follow these steps to change the Server Port settings. 1. 2. 3. 4. Go back to the specific SMTP settings for your account. Touch the tab for the Primary Server, as you did in the Verify Mail Account Settings section. Scroll down to Server Port and touch the screen on the number indicated. This causes a keyboard to pop up where you can input a new port number (the one given you by your ISP.) Most often, the number provided by your ISP will be 995, 993, 587, or 110; however, if you re given a different number, just input it. When you are done, touch the SMTP tab in the upper left-hand corner to return to the previous screen.

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conditions = Eliminate[{ xf[x, y] k x g[x, y], yf[x, y] k y g[x, y], g[x, y] 0}, k ] x 2 4 y 2 & & x y 0 & & 4y + y 3 0 points = Solve[conditions] {{x 2, y 0}, {x 0, y 2}, {x 0, y 2}, {x 2, y 0}} To determine the maximum and minimum values of f, we compute its values at these points. functionvalues = f[x, y] /. points {8, 12, 12, 8} Max[functionvalues] 12 Min[functionvalues] 8 The method of Lagrange multipliers can be extended to functions of three (or more) variables.

EXAMPLE 8 To find the maximum and minimum values of f(x, y, z) = xyz, subject to the constraint x2 + 2 y2 + 3 z2 = 6,

Your iPad gives you immediate access to all your important information. Just like your computer or your smartphone, your iPad can store thousands of contacts for easy retrieval. In this chapter we ll show you how to add new contacts (including from an email address), customize your contacts by adding new fields, organize your contacts with groups, quickly search or scroll through contacts, and even show a contact s location with the iPad Maps app. We will also show you how to customize your Contacts view so it is sorted and displayed just the way you like it. Finally, you will learn a few troubleshooting tips that will save you some time when you run into difficulties. The beauty of the iPad is how it integrates all of the apps so you can e-mail and map your contacts right from the contact entry.

we define g(x, y, z) = x2 + 2 y2 + 3 z2 6. f[x_, y_,z_]= x y z;

13. Build a state machine for the library problem with the ability to reserve books. See Fig. 2-29.

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