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Ticket Please
Overview
Presented with clues in the form of relationships among costs of three different types
of admission tickets, students determine the cost of each ticket. This is preparation for
solving systems of equations with two or three unknowns.
Algebra
Solve equations with one or two unknowns • Replace unknowns with their values
Problem-Solving Strategies
Reason deductively • Test cases
Related Math Skills
Compute with amounts of money
Math Language
Cost • Replace • Total cost
Introducing the Problem Set
Make photocopies of “Solve the Problem: Ticket Please” (page 33) and distribute to
students. Have students work in pairs, encouraging them to discuss strategies they
might use to solve the problem. You may want to walk around and listen in on some
of their discussions. After a few minutes, display the problem on the board (or on the
overhead if you made a transparency) and use the following questions to guide a
whole-class discussion on how to solve the problem:
- What is the problem you have to solve? (Figure out the cost of the tickets.)
- Look at the clues. How many different types of tickets are shown? (3)What are they?
(child, adult, and senior)
- What does Clue 1 show? (The total cost of 3 senior tickets and a museum guide is $13.50.
The museum guide costs $4.50.)
- What does Clue 2 show? (The total cost of 5 senior tickets is the same as the total cost of 3
adult tickets.) 31
Algebra Readiness Made Easy: Grade 6 © Greenes, Findell & Cavanagh, Scholastic Teaching Resources