according to the Heisenberg uncertainty principle, if the operator for two physical properties do not commute then. (pick 1 of the 4) (A) nothing can be said about the two operators. (B) the measurement uncertainties in the two properties will be the same. (C) both properties can be measured exactly. (D) the product of the measurement uncertainty of the two properties is greater than or equal to h/2pi
uncertainty relation between two operators A andB is given as
A
B

suppose we consider position X and momentum Px in place of A and B
we know that momentum and position does not commute. in fact [X,Px]=ih/2pi
hence substituting for A and B as X and Px we get
X
Px
h/2pi
correct answer is (D) the product of the measurement uncertainty of the two properties is greater than or equal to h/2pi
according to the Heisenberg uncertainty principle, if the operator for two physical properties do not commute...
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