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Chapter 22. 1. The proof is as follows: (x + y) (x + z) = xx + xz + xy + yz = x + xz + xy + yz = x(1 + z + y) + yz = x 1 + yz = x + yz 2. 2. The proof is as follows: (x + y) (x + y) = xx + xy + xy + yy = x + xy + xy + 0 = x(1 + y + y) = x1 = x 2. 3. Proof using Venn diagrams: x z x y x z x+y y x z yz y x z x+z y x z y x z y x+yz ( x + y)( x + z) 2-1 2. 4. Proof of 15a using Venn diagrams: x y x y xy x x y x y xy y x y xy A similar proof is constructed for 15b. 5. Proof using Venn diagrams: x1 x3 x2 x1 x3 x2 x1 + x2 + x3 x1 x3 x1 + x2 + x3 x1 x3 ( x1 + x2 + x3) ( x1 + x2 + x3) x2 x2 x1 + x2 2-2 2. 6. A possible approach for determining whether or not the expressions are valid is to try to manipulate the left and right sides of an expression into the same form, using the theorems and properties presented in section 2. While this may seem simple, it is an awkward approach, because it is not obvious what target form one should try to reach. A much simpler approach is to construct a truth table for each side of an expression.

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The stationary phase designates a thin layer created on the surface of fine particles and the mobile phase designates the liquid flowing over the particles. Under a certain dynamic condition, each component in a sample has a different distribution equilibrium depending upon the solubility in the phases and or…Analysis Of Cr-DLC Coatinging3. Results and discussion3. 1 Microstructural characterizationThe Roman spectrum of Cr-DLC coating was shown in Fig. 1. The overlapped D peak and G peaks located at 1363cm-1 and 1564cm-1 were obtained after fitted with Gaussian curves, respectively. It's well known that the content of the graphite crystal was closely related to the value of ID/IG [22]. And the ratio of intensity between D peak and G peak (ID/IG) of Cr-DLC coating could be calculated by the fitted curve. The value of ID/IG was…Analysis Of HPLC (High Performace Liqud ChromatographyIntroductionChromatographic process is a separation technique which has to do with the mass transfer of test sample between a stationary and mobile phase.

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