Which of the following is NOT a state function
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- Show that the following wave function is normalized. Remember to square it first. Limits of integration go from -infinity to infinity. DO NOT SKIP ANY STEPS IN THE PROCEDUREwhat is the difference between a state function and a path function and what are two examples of each?What will be the ideal form of rectifier?
- The essence of the statement of the uniqueness theorem is that if we know the conditions the limit that needs to be met by the potential of the system, then we find the solution of the system , then that solution is the only solution that exists and is not other solutions may be found. If we know potential solutions of a system, can we determine the type of system that generate this potential? If so, prove the statement! If no, give an example of a case that breaks the statement!show that the following wave function is normalized. Remember to square it first. Show full and complete procedureEnumerate the constraints that restrict which functions can be viable wavefunctions.