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You will measure wavelengths of each sample and then use the speed of light equation to determine the unknown chemical. However, in order to complete this lab ...
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Introduction: In this lab you will conduct a flame test of 3 unknown solutions. You will measure wavelengths of each sample and then use the speed of light equation to determine the unknown chemical. However, in order to complete this lab you will need to understand several mathematical equations and vocabulary. Before completing Parts 2-4, you MUST complete the pre-lab so you are able to complete this assignment correctly and on time. Vocabulary and Key Concepts: Explain these big ideas in complete sentences.
Flame Test Basics: Complete the table below showing the Before , During and After steps of a flame test. Before Flame Test Ground State Li Atom During Flame Test Excited Li Atom After Flame Test Ground State Li Atom Draw the Bohr diagram for each step of the Flame Test What is happening to the electrons in the atom? Electrons occupy the lowest possible energy level Valence electron absorbs energy and becomes excited to the next energy level Excited valence electron returns to ground state and energy is released in the form of light Wavelength and Frequency: Find the wavelength and frequency of the four waves shown below. Line 1 Line 2 Line 3 Line 4 Wavelength 1000 nm 125 nm 500 nm 250 nm Frequency 1 s-1^ 8 s-1^ 2 s-1^ 4 s-
Wavelength Comparison:
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Flame Test Part 3 Objective: Frequency Equation: Starting with the Speed of Light Equation , rearrange the equation to isolate frequency (ν). Then define each variable, including units. Speed of Light Equation Frequency Equation Define Variables c = νλ ν = c λ ν = Frequency (s-1) c = Speed of Light (3000 nm/s) λ = Wavelength (nm) Energy Equation: Write the Wave Energy Equation , then define each variable, including units. Wave Energy Equation Define Variables E = hν E = Energy (kJ/mol) h = Planck’s Constant (40 kJ/mol) ν = Frequency (s-1) Calculations: Use your wavelength data from Part 2 to solve for frequency and energy of each sample. Make sure to show ALL of your work. Flame Test Solution # 1 Wavelength (nm) λ = 650 nm Frequency Calculation ν = c = 3000 λ 650 Wave Energy Calculation E = νh E = (4.61)(40) Frequency = ν = 4.61 s-1^ Wave Energy = E = 184.6 kJ/mol
Graph Analysis:
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Flame Test Part 4 Objective: Fireworks! Reading: