5 Steps to a 5 AP Chemistry

(coco) #1
b. This equation requires the de Broglie relationship (also given in the AP exam booklet).
Do not mistake a vfor a n. You will also need to know J =kg m^2 /s^2.

This answer is worth 1 point.

c. This can be done as a one-step or a two-step problem. The AP test booklet gives you
the equations to solve this directly as a two-step problem. This method will be followed
here. The two equations may be combined to produce an equation that will allow you
to do the problem in one step.

Using c=ln:

Using ΔE=hn:

ΔE=(6.63 × 10 −^34 Js)(5.4 × 1014 s−^1 )(1 kJ/1000 J)(6.022 × 1023 /mol)

=2.2 × 102 kJ/mol

Give yourself 1 point for each of these answers. If you did the problem as a one-step
problem, give yourself 2 points if you got the final answer correct, or 1 point if you left out
any of the conversions.

The total for this question is 6 points, minus 1 point if any answer does not have the
correct number of significant figures.

 Rapid Review



  • Know the regions of the electromagnetic spectrum.

  • The frequency, n, is defined as the number of waves that pass a point per second.

  • The wavelength, l, is the distance between two identical points on a wave.

  • The energy of light is related to the frequency by E=hn.

  • The product of the frequency and wavelength of light is the speed of light: c=nl

  • An orbital or wave function is a quantum mechanical, mathematical description of the
    electron.

  • If all electrons in an atom are in their lowest possible energy level, then the atom is said
    to be in its ground state.

  • If any electrons in an atom are in a higher energy state, then the atom is said to be in an
    excited state.

  • The energy of an atom is quantized, existing in only certain distinct energy states.


ν==

⎛ ×












c/ ⎟=×

m/s
nm

nm
m

λ

30 10


551


10


1


54 10


.^89


.^114 s−^1


λ
ν

==


×


×








×




h
m

663 10


66 10 52 1


34
24

.


..


Js
g

kg m /s^22
00

7 19 10^15


m/s

1000g
Jkg

m












⎟=×. −


Spectroscopy, Light, and Electrons  145
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