If Schroedinger's equation is applied to the double-slit experiment with electrons, it enables us to predict
A) the exact motion of each electron.
B) the slit through which each electron passes.
C) the distribution of electric charge within each electron.
D) the probability pattern for electron impacts.
E) the electromagnetic wave for each electron.
Question 2
How does quantum uncertainty differ form the uncertainty involved in a coin flip?
A) With sufficient information, a coin flip's outcome can be predicted, but no amount of information can remove quantum uncertainties.
B) They don't differ in any essential way--no amount of information can remove either type of uncertainty.
C) They don't differ in any essential way--with sufficient information, both types of uncertainty can be removed.
D) With sufficient information, quantum uncertainties can be removed, but no amount of information can make a coin flip's outcome predictable.
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