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PHYSICS F/SCI.+ENGR.,CHAPTERS 1-37
5th Edition
ISBN: 9780134378060
Author: GIANCOLI
Publisher: RENT PEARS
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Chapter 38, Problem 6Q
To determine
Whether it is possible to prevent the air from escaping out of the tire while checking its pressure and to deduce a relation to the uncertainty principle.
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Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, physics and related others by exploring similar questions and additional content below.Similar questions
- Is Heisenberg uncertainty principle a fundamental quantum principle? Would you expect there to be something similar for sound waves? Explain why or why not (Please dont hand write it)arrow_forwardWhen you check the pressure in a tire, doesn’t some airinevitably escape? Is it possible to avoid this escape of airaltogether? What is the relation to the uncertainty principle?arrow_forwardWhat difficulties does the uncertainty principle cause in trying to pick up an electron with a pair of forceps? Does the uncertainty principle apply to nature itself or only to the results of experiments? That is, is it the posi- tion and momentum that are really uncertain, or merely our knowledge of them? What is the difference between these two interpretations?arrow_forward
- The uncertainty in the velocity of an electron is 53 × 10-3 m/s. What is the uncertainty in its position?Please give your answer in units of mm, accurate to two decimal places.arrow_forwardIf the speed of a proton is measured to be 2.9 × 105 m/s with a precision of 0.70% then what is the maximum precision with which its position could be measured, Ax? How does this uncertainty compare to the size of the proton?arrow_forwardA particle is created in a shower of particle decays. Its velocity is measured to a precision of 50 micrometers/second and its mass is inferred to be (exactly) 6.64×10−27 kg. What is the minimum uncertainty in our knowledge of the particle’s position? Explain.arrow_forward
- Use the uncertainty principle to show that if an electron were confined inside an atomic nucleus of diameter 2 x 10-15 m, it would have to be moving relativistically, whereas a proton confined to the same nucleus can be moving nonrelativistically.arrow_forwardA proton is known to be in a position located to within 8 fm. What is the minimum uncertainty in ?(its velocity (in unit of c 0.0263 0.0131 0.0210 0,0150 0.0526arrow_forwardWhen the police use a radar gun to measure a car's speed, photons are fired at the car. The photons hit the car and bounce back to the radar gun. If you got a speeding ticket, could you use Heisenberg's uncertainty principle in your defence? Explain briefly.arrow_forward
- If we know the velocity of an electron to within 3.5 x 107 m/s, then what is the uncertainty in its position?arrow_forwardCalculate the uncertainty in the momentum expressed in units of MeV/c of an electron confined to a region of space approximately the diameter of an atom (1 × 10–10 m)arrow_forwardUse the uncertainty principle to show that if an electron were confined inside an atomic nucleus of diameter on the order of 10-14 m, it would have to be moving relativistically, whereas a proton confined to the same nucleus can be moving nonrelativistically.arrow_forward
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