
Chemistry
Guided
Instructional Activity 5-1
Unit 5: Chemical Quantities and Calculations
Reading:
Chapter 3
Learning Objective: To derive a unit ratio and its inverse from given data, to identify the parts of a ratio, and to use these ratios as conversion factors in dimensional analysis
Working Mode: Pairs
Keywords: ratio, unit, number, equality relationship, conversion factor
Instructions: For each description below, express the equality relationship. Derive the unit ratio. Write the unit ratio in both of the possible ways that it can be used. For both forms of the unit ratio, identify the parts: Underline the "number, put a box around the "unit" of measure, and circle the "item".
100 cm
Mg ribbon
simplified
Example: 1 m Mg ribbon = 100 cm Mg
ribbon
= unit ratio
(equality relationship)
per 1 meter
1
m Mg ribbon
1. A jeweler displays a ring with a
diamond of 3.08 carats. The mass of
the diamond is 0.64 grams.
Student 1:
Identify an equality relationship between carats and grams using the
values given.
Student 2: Write the two unit ratios
for carats in terms of grams and grams in
terms of carats.
Student 1: Solve this conversion
using the appropriate unit ratio. A diamond has
a mass of 1.30 g. What is its mass
in carats?
Student 2: Solve this conversion using the correct unit ratio.
If the Hope Diamond is 45.52 carats, what is its mass in grams (g)?
2. At
a temperature of 00C and a pressure of 1 atm., 22.4 L of neon gas
contains 6.02 x 1023 atoms of neon.
Student 1: Identify an equality relationship between the volume of gas and number of atoms.
Student
2: Write the two unit ratios for
number of atoms in terms of volume and volume in terms of numbers of atoms.
Student
1: Solve this conversion using the
appropriate unit ratio. Determine the number of neon atoms in 13.6 L of neon at a
temperature of 00C and a pressure of 1 atmosphere.
Student
2: Solve this conversion using the
correct
unit ratio. A sample of neon
gas at a temperature of 00C and a pressure of 1 atmosphere contains
4.82 x1023 atoms of neon. What
is the volume of the sample in liters (L)?