Title: Daily TAKS Connection: Conservation of Mass
1Daily TAKS ConnectionConservation of Mass
- IPC(8) The student knows that changes in matter
affect everyday life. The student is expected to - (C) investigate and identify the law of
conservation of mass
2Day 1 Construct a folded book foldable
- Instructions
- Hamburger fold the foldable handouts
- Cut 2 cm slits from the edges of the fold of the
handout that has page 2 (as marked) - Cut along the fold line of the other sheet of
paper beginning and ending about 2 cm from each
end (as marked). - Burrito fold and insert paper from step 2 into
the hole and open, forming a book. - Color the front cover
- Construct a folded book foldable titled
Conservation of Mass - Materials
- Foldable handout (2 pages)
- Scissors
- Pen
- Colored pencils/crayons
3Day 2 Notes (record on page 1 of foldable)
- Notes
- atoms are neither created or destroyed in a
chemical reaction - atoms are rearranged in a chemical reaction
- Student Task Label the Reactants and the
Products in the boxes provided above the
diagram on page 1 of your foldable.
Image source http//www.iun.edu/cpanhd/C101webno
tes/matter-and-energy/images/h2o2.jpg
4Day 2 Notes continued (record on page 2 of
foldable)
- Rule
- to support the Law of conservation of mass, the
mass of reactants must equal the mass of
products
5Question
- If all the reactants in a chemical reaction are
completely used, which of the following
statements accurately describes the relationship
between the reactants and the products? - a. The products must have a different physical
state than the reactants. - b. The total mass of the reactants must equal the
total mass of the products. - c. The reactants must contain more complex
molecules than the products do. - d. The density of the reactants must equal the
density of the products.
6Question
2H20 ? 2H2 O2
- The chemical equation shows H20 being decomposed.
Which of these statements best describes the mass
of the products if 150 g of H20 is decomposed? - a. The mass of each product is equal to the mass
of the H20. - b. The sum of the products masses is 150 g.
- c. The sum of the products masses equals the
mass of the H20. - d. Both b and c.
7Question
- In the procedure shown, a calcium chloride
solution is mixed with a sodium sulfate solution
to create the products shown. Which of the
following is illustrated by this activity? - a. The law of conservation of reactants
- b. The law of conservation of products
- c. The law of conservation of mass
- d. The law of conservation of energy
8Day 3 Notes (record on page 3 of foldable)
- When a chemical reaction takes place and
- mass appears lost, a gas is probably a product
and dissipates into the atmosphere - mass appears gained, other atoms were
introduced into the system and reacted with
9Question
- Which of these would support the idea that mass
is conserved in a reaction that produces a gas as
a product? - a. Heating the reactants to ensure the reaction
occurs in a gaseous state - b. Subtracting the mass of the gas from the mass
of the solid and liquid products - c. Mixing the reactants and measuring their total
mass - d. Trapping the gas and measuring its mass
10Question
- The mass of a rusty nail is found to be slightly
greater than the mass of the same nail before it
rusted. The change in mass indicates that the
rusting process - a. is a physical change
- b. involves an energy-to-matter conversion
- c. decreases the density of the metal
- d. involves metal bonding with other atoms
11Question
- The illustrations show a conservation-of-mass
experiment. The solution in the beaker lost mass
because - a. materials have less mass at high temperatures
- b. the mass of the reactants and products was
less than 100 g - c. sodium sulfate (Na2SO4) is lighter than air
- d. some of the water molecules turned into water
vapor
12Day 4 Notes record on page 4 of the foldable
- List the atoms found in a chemical formula.
- an atom is indicated by an uppercase letter
- Example H Hydrogen
- OR
- an uppercase letter followed by a lowercase
letter - Example Hg mercury
- Determine the number of each atom type.
- Subscript multiplied by coefficient
- Example
- 2H20
H subscript 2 x coefficient 2 4 atoms total
O Subscript 1 x coefficient 2 2 atoms total
coefficient
subscripts
13Day 4 Student Task
- Determine the type and number of atoms in 2CH4
and record on the table, page 4 of your foldable.
14Day 5 Notes (record on page 5 of foldable)
- To determine if a chemical equation demonstrates
the law of conservation of mass, calculate the
number/type of atoms for both the reactants and
products (coefficient x subscript) - Example
- 2Na MgF2 ? 2NaF Mg
Reactants Products
Na 2 Na 2
Mg 1 Mg 1
F 2 F 2
Because there are the same number of each type of
atom in the reactants and products, this equation
is balanced and supports the law of conservation
of mass.
15Day 5 Student Task
- Student task Determine if the equations below
support the law of conservation of mass. Show
your work on page 6 of your foldable. - Cl2 KI ? 2KCl I2
- 4Na O2 ? 2Na2O
- 2Na HCl ? 2NaCl H2
16Day 6 Notes
Record the following steps on page 7 of your
foldable. Use these steps to balance the equation
shown. How to balance a chemical equation
- Determine type/number of atoms for reactants and
products. (type is always the same for both) - Choose an element that is not balanced.
- Add a coefficient in front of the formula with
that element and adjust your counts. - Repeat steps 2-3 until balanced.