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Get Full Access to Chemistry: The Central Science - 14 Edition - Chapter 12 - Problem 12.38
Get Full Access to Chemistry: The Central Science - 14 Edition - Chapter 12 - Problem 12.38

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# ?Calculate the volume in $$\AA^{3}$$ of each of the following types of cubic unit cells if it is composed of atoms with an atomic radius of $$1.82 \AA\ ISBN: 9780134414232 1274 ## Solution for problem 12.38 Chapter 12 Chemistry: The Central Science | 14th Edition • Textbook Solutions • 2901 Step-by-step solutions solved by professors and subject experts • Get 24/7 help from StudySoup virtual teaching assistants Chemistry: The Central Science | 14th Edition 4 5 1 316 Reviews 30 1 Problem 12.38 Calculate the volume in \(\AA^{3}$$ of each of the following types of cubic unit cells if it is composed of atoms with an atomic radius of $$1.82 \AA$$.

(a) primitive

(b) face-centered cubic.

Text Transcription:

\AA^{3}

1.82 \AA

Step-by-Step Solution:

Step 1 of 5) The resulting products are called acid salts. If we use A as the abbreviation for an amine, the acid salt formed by reaction with hydrochloric acid can be written AH+Cl -. It can also be written as A # HCl and referred to as hydrochloride. Amphetamine hydrochloride, for example, is the acid salt formed by treating amphetamine with HCl:Acid salts are much less volatile, more stable, and generally more water soluble than the corresponding amines. For this reason, many drugs that are amines are sold and administered as acid salts. Some examples of over-the-counter medications that contain amine hydrochlorides as active ingredients are shown in Figure 16.16.

Step 2 of 2

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?Calculate the volume in $$\AA^{3}$$ of each of the following types of cubic unit cells if it is composed of atoms with an atomic radius of \(1.82 \AA\