Chapter 1: Problem 1
Explain why measurement standards based on laboratory procedures are preferable to those based on specific objects such as the international prototype kilogram.
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Chapter 1: Problem 1
Explain why measurement standards based on laboratory procedures are preferable to those based on specific objects such as the international prototype kilogram.
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Why doesn't Earth's rotation provide a suitable time standard?
The human body contains about \(10^{14}\) cells, and the diameter of a typical cell is about \(10 \mu \mathrm{m}\) Like all ordinary matter, cells are made of atoms; a typical atomic diameter is \(0.1 \mathrm{nm}\). How does the number of atoms in a cell compare with the number of cells in the body? a. greater b. smaller c. about the same
Use the definition of the meter to determine how far light travels in 1 ns.
You're writing a biography of the physicist Enrico Fermi, who was fond of estimation problems. Here's one problem Fermi posed: What's the number of piano tuners in Chicago? Give your estimate, and explain to your readers how you got it.
You're asked to make a rough estimate of the total mass of all the students in your university. You report your answer as \(1.16 \times 10^{6} \mathrm{kg} .\) Why isn't this an appropriate answer?
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