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Published byPhillip Franklin Higgins Modified over 8 years ago
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3.3
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What makes an atom of one element different from an atom of another element, even though they all contain the same basic three particles – electrons, neutrons, and protons?
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3.3 The one defining characteristic of all atoms of the same element is that they have the same number of protons.
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3.3 The atomic number = the number of protons This is how the periodic table is arranged. This is also referred to as the Z number of the element. When it is written with the symbol, it is often in subscript. 3 7 Li
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3.3 What does the 7 represent? 3 7 Li
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3.3 What does the 7 represent? 3 7 Li The atomic mass is the combination of the protons and neutrons. Electrons are discounted because they are so small (1/2000) compared to either a proton or a neutron.
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3.3 Complete this chart: SYMBOLATOMIC NUMBER ATOMIC MASS NUMBER OF PROTONS NUMBER OF NEUTRONS NUMBER OF ELECTRONS 6 12 C 18 40 Ar 53 127 I 11 23 Na 22 48 Ti 92 238 U
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3.3 What is an isotope?
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3.3 An isotope is an atom of the same element (same number of protons) but with a different atomic mass (different number of neutrons). 17 35 Cl and 17 37 Cl are isotopes of each other. 17 protons 17 protons20 neutrons 18 neutrons
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3.3 The masses on the periodic table are in amu (atomic mass units). The amu is a relative mass. What is a relative mass?
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3.3 The masses on the periodic table are in amu (atomic mass units). The amu is a relative mass. The relative mass of the elements is based on C-12; a very common, stable, and “old” element.
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3.3 The average atomic mass found on the periodic table is a weighted average of all the known isotopes of each element. The unit is amu (atomic mass unit).
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3.3 Sample 1: Copper occurs as two naturally occurring isotopes, Cu-63 and Cu-65. Respectively, they occur 69% and 31%. Calculate the average atomic mass of copper.
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3.3 Sample 2: Silicon occurs as three naturally occurring isotopes, Si-28, Si-29, and Si-30. Respectively, they occur 92.23%, 4.67%, and 3.10%. Calculate the average atomic mass of silicon.
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3.3 Sample 3: Silver has an average atomic mass of 107.87 amu, and occurs as two isotopes, Ag-107 and Ag-109. Calculate the percentage occurrences of each isotope.
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3.3 Sample 4: Neon occurs as two isotopes, Ne-20 and Ne-22. The average atomic mass on the periodic table for neon is listed as 20.18. What is the abundance of each isotope?
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3.3 Because atoms are too incredibly small to actually count, another way of “counting” them was developed. What is this unit?
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3.3 The mole is based on the number of atoms in exactly 12.00 g of C-12. This happens to be 6.022 x 10 23 atoms. The mole is the SI unit for the amount of a substance. A mole of something always has the same number of particles, but it may have a different mass, density, volume, etc. The number, 6.022 x 10 23 was named in honor of Amedeo Avogadro who was instrumental in determining this number.
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3.3 So exactly how big is a mole? 1 mole of inches is 8 round trips across the galaxy and back. 1 mole of seconds is 954,150 times the age of the universe. 1 mole of blood cells is more than the total number of blood cells of all the human beings on the earth today. 1 mole of pennies would pay off the national debt 86,000,000 times. 1 mole of grains of sand is more than all of the grains of sand on Miami Beach.
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3.3 Because we also can’t measure amu’s, we use molar mass to measure atoms, molecules, etc. The mass of one mole of a substance is equal to its atomic mass in grams. 1 mole of helium atoms = 4.00g 5 moles of helium atoms = 20.00g
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3.3 Ex 1 3.5 mol C = ___________ g C
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3.3 Ex 2 1.6 x 10 24 atoms of Fe = ______________ mol Fe
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3.3 Ex 3 27.6 g Ar = __________ atoms Ar
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3.3 Ex 4 4.10 mol Ba = _____________ atoms Ba
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3.3 Ex 5 1.65 x 10 23 atoms Zn = ______________ mol Zn
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3.3 Ex 6 Calculate the number of atoms in 0.40 mol of sulfur.
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3.3 Ex 7 If you used 30.6 g of Mg, how many atoms did you use?
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3.3 Ex 8 You have a tank of O 2 gas. If the tank contains 5 mol of gas, how many molecules are there? How many atoms are there?
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CHAPTER 3 TEST 20 multiple choice (3 points each) 20 short answer (1 point each) 2 problems (4 points each) 2 problems (3 points each) 1 problem (6 points) Based on one of the labs from Chapter 3 1 extra credit (3 points)
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CHAPTER 3 TEST History of atom – Democritus, Dalton, Thomson, Rutherford Law of Conservation of Matter Law of Definite Proportions Law of Multiple Proportions Structure of atom Particles, locations, relative charge, relative mass Isotopes Find e -, p +, n 0 using symbol Atomic number Atomic mass Average atomic mass Find average atomic mass / find relative abundance Molar conversions Mass moles Moles particles Mass particles
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