Chapter 19
Chemistry in Focus · 19 exercises
Problem 1
How big is a nanometer?
3 step solution
Problem 2
What is the main concept behind nanotechnology?
3 step solution
Problem 7
Give some examples of applications that exploit quantum mechanical size effects.
5 step solution
Problem 8
When particles get very small, the fraction of atoms at the surface gets large. Explain why this is so.
3 step solution
Problem 9
Give some examples of properties that are a result of surface effects.
5 step solution
Problem 10
What does a scanning tunneling microscope do? How does it work?
3 step solution
Problem 14
When and by whom was buckminsterfullerene discovered?
3 step solution
Problem 15
What are the formula and structure of buckminsterfullerene?
3 step solution
Problem 17
What are some applications of nanotubes?
5 step solution
Problem 18
What is Moore’s law?
3 step solution
Problem 25
A dust particle measures \(14 \times 10^{-6} \mathrm{~m}\) in diameter. What is its diameter in nanometers?
3 step solution
Problem 26
A red blood cell measures about \(7.8 \times 10^{-6} \mathrm{~m}\) in diameter. What is its diameter in nanometers?
3 step solution
Problem 27
Suppose you have two cubes, A and B. Cube A is composed of 512 smaller cubes \((8 \times 8 \times 8)\) and cube B is composed of 64 smaller cubes \((4 \times 4 \times 4)\). Calculate the fraction of small cubes on the surface of cubes A and B. Which cube has a higher fraction at the surface?
4 step solution
Problem 28
Suppose you have two cubes, A and B. Cube A is composed of 216 smaller cubes \((6 \times 6 \times 6)\) and cube B is composed of 27 smaller cubes \((3 \times 3 \times 3)\). Calculate the fraction of small cubes on the surface of cubes A and B. Which cube has a higher fraction at the surface?
6 step solution
Problem 29
If a nanotube measures \(10 \mathrm{~nm}\) in diameter, how many, laid side by side, would fit within the width of a human hair? A human hair is \(20 \times 10^{-6} \mathrm{~m}\) wide.
3 step solution
Problem 30
How many 10-nm-diameter nanotubes, laid side by side, would it take to make a line \(0.10 \mathrm{~mm}\) in width?
3 step solution
Problem 33
One of the criticisms often used against new technologies is that only the rich can afford them. Should this discourage the pursuit of nanotechnology? Why or why not?
5 step solution
Problem 34
Read the What If ... Value-Free Science box. Do you think scientists should have the freedom to pursue scientific knowledge regardless of its potential applications? Why or why not?
4 step solution
Problem 37
Write a short science fiction story involving a visit to the doctor in the year 2050 . Include nanotechnology in your story.
6 step solution