129 8. Make the molecular model for the [ZnBrICIF] complex and answer the following questions. Use a tetrahedral "jack" for the Zn, red for the Br, white for the Cl., orange for I, and green for F What is the name of the complex? What is the coordination number of the Zn? 4 What is the oxidation number of the Zn? What is the shape of the complex? tetrahedal (Use the table to see what type of complexes Zn usually forms.) Sketch the complex: Try to construct a geometric isomer of the complex. Then try to superimpose the complex that you just made on the original. If the two are different, draw each complex and label each as cis- and trans- respectively. If they superimpose, write the word "superimposeable" in the space below. Construct a model of the mirror image of each of the geometric isomers sketched in the space above or of the single complex if geometric isomers do not exist. Sketch the appropriate mirror images. Try to superimpose the mirror images on to the original complex(es). Do they superimpose? Does the [ZnBrICIF]2 complex demonstrate geometric isomers?

129 8. Make the molecular model for the [ZnBrICIF] complex and answer the following questions. Use a tetrahedral "jack" for the Zn, red for the Br, white for the Cl., orange for I, and green for F What is the name of the complex? What is the coordination number of the Zn? 4 What is the oxidation number of the Zn? What is the shape of the complex? tetrahedal (Use the table to see what type of complexes Zn usually forms.) Sketch the complex: Try to construct a geometric isomer of the complex. Then try to superimpose the complex that you just made on the original. If the two are different, draw each complex and label each as cis- and trans- respectively. If they superimpose, write the word "superimposeable" in the space below. Construct a model of the mirror image of each of the geometric isomers sketched in the space above or of the single complex if geometric isomers do not exist. Sketch the appropriate mirror images. Try to superimpose the mirror images on to the original complex(es). Do they superimpose? Does the [ZnBrICIF]2 complex demonstrate geometric isomers?

Chemistry

10th Edition

ISBN:9781305957404

Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste

Publisher:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste

Chapter1: Chemical Foundations

Section: Chapter Questions

Problem 1RQ: Define and explain the differences between the following terms. a. law and theory b. theory and...

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