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The mathematical expression for the unc...

The mathematical expression for the uncertainty principle is

A

`Delta x Delta p ge (h)/(4pi)`

B

`Delta E Delta r ge (h)/(4pi)`

C

`Delta x Delta p ge (h)/(p)`

D

`Delta E Delta r ge (h)/(p)`

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To derive the mathematical expression for the Heisenberg's Uncertainty Principle step by step, we can follow these steps: ### Step 1: Understanding the Uncertainty Principle The Heisenberg's Uncertainty Principle states that it is impossible to simultaneously know both the exact position and exact momentum of a particle. The more precisely one property is known, the less precisely the other can be known. ### Step 2: Writing the Mathematical Expression The mathematical expression for the uncertainty principle can be written as: \[ ...
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CENGAGE CHEMISTRY-ATOMIC STRUCTURE-Concept Applicationexercise(4.3)
  1. The mathematical expression for the uncertainty principle is

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  2. How many quantum number are needed in designate an orbital ? Name the...

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  3. The principal quantum number of n of an atomic orbitals is 5 what are ...

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  4. The azimathal quantum number l of an arbital is 3 what are the possi...

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  5. What is the lowest value of n that allows g orbitals to exist?

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  6. Given the notation for the sub-shell deotected by the following quant...

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  7. How many electron on a fully filled l sub-shell have m(1) = 0 ?

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  8. An electron is in one of this electrons

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  9. If the largest value ofm(1) for an electron is + 3 in what type of su...

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  10. Explain , giving reason , which of the following sets of quantum numbe...

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  11. How many electron in an atom may have the following quantum number ? A...

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  12. How many orbitals are possible in a. 4th energy level b. 5f sub-she...

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  13. What are the possible value of m(1) for the different orbital of a....

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  14. What is the shape 2s orbital .Give two9 point of difference between 1...

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  15. a. How many sub-shell are associated with n = 4? b. How many electr...

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  16. How many spectrical nodal syrface are there in a. a 3s orbital b. a...

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  17. The principal quantum number representwsw

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  18. The energy of an electron of 2p(1) orbital is

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  19. The orbital angular momentum of an electron of an electron in 2s orbit...

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  20. The number of nodals plates of zeroelectron density in the d(xy) orbit...

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