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Select True or False for the following statements about Heisenberg's Uncertainty Principle. True
It is not possible to measure simultaneously the y and z positions of a particle exactly. FalseIt is
possible to measure simultaneously the x and z momentum components of a particle exactly.
FaiseIt is possible to measure simultaneously the x position and the x momentum component of a
particle exactly. Submit Answer Incorrect. Tries 2/3 Previous Tries
Solution
Heisenberg's uncertainty principle says that it's not possible to measure both position and
momentum simultaneously at any given time.
S1:
We can measure y and z position of particle at any given time, since both of them are position
component
Given statement is False
S2
Yes it's possible to measure x and z momentum at any given time, since we are only measuring
momentum.
Given statement is True.
S3:
Now it's not possible to measure x position and z momentum simultaneously
Given statement is False
Answer will be = FTF
Please Upvote.
Select True or False for the following statements about Heisenberg-'s (1).docx

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  • 1. Select True or False for the following statements about Heisenberg's Uncertainty Principle. True It is not possible to measure simultaneously the y and z positions of a particle exactly. FalseIt is possible to measure simultaneously the x and z momentum components of a particle exactly. FaiseIt is possible to measure simultaneously the x position and the x momentum component of a particle exactly. Submit Answer Incorrect. Tries 2/3 Previous Tries Solution Heisenberg's uncertainty principle says that it's not possible to measure both position and momentum simultaneously at any given time. S1: We can measure y and z position of particle at any given time, since both of them are position component Given statement is False S2 Yes it's possible to measure x and z momentum at any given time, since we are only measuring momentum. Given statement is True. S3: Now it's not possible to measure x position and z momentum simultaneously Given statement is False Answer will be = FTF Please Upvote.