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Pre-Algebra Tuesday September 2

Pre-Algebra

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Pre-Algebra. Tuesday September 2. Learning Target. I will be able to determine whether two ratios are equivalent or find which of the ratios is more favorable. What did we do last time?. In I nvestigation 1 how did we compare the juice mixes? How did we scale up a ratio? - PowerPoint PPT Presentation

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Page 1: Pre-Algebra

Pre-Algebra

Tuesday September 2

Page 2: Pre-Algebra

Learning Target

I will be able to determine whether two ratios are equivalent or find which of the ratios is more favorable.

Page 3: Pre-Algebra

What did we do last time?

In Investigation 1 how did we compare the juice mixes?

How did we scale up a ratio?

How did we scale down a ratio?

Page 4: Pre-Algebra

Launch Video

http://mathdashboard.com/cmp3

In this investigation we will decide which table will get more pizza by looking at equivalent ratios

Page 5: Pre-Algebra

Problem 2.1 A

The campers at each table share the pizzas equally. Does a person sitting at a small table get the same amount of pizza as a person sitting at a large table?

Page 6: Pre-Algebra

Problem 2.1 B

Selena wonders whether a person at a small table or a person at a large table gets more pizza. She uses two ratios 8:3 and 10:4 and says :“The difference of 10 and 4 is 6.The difference of 8 and 3 is 5.The large table has more people so the people at the small table will get more pizza.”

Page 7: Pre-Algebra

Problem 2.1 B

Selena wonders whether a person at a small table or a person at a large table gets more pizza. She uses two ratios 8:3 and 10:4 and says :“The difference of 10 and 4 is 6.The difference of 8 and 3 is 5.The large table has more people so the people at the small table will get more pizza.”

Do you agree with Selena’s reasoning? Explain.

Page 8: Pre-Algebra

Problem 2.1 B

Tony disagrees with Selena he says :

“If you place five pizzas on the large table and three pizzas on the small table, Selena’s method would show that the campers at the large table and the campers at the small table get the same amount of pizza.

If ten people share five pizzas, however, each person gets ½ a pizza. That’s more pizza than each of the eight people who share three pizzas will get.”

Do you agree with Tony’s reasoning? Explain.

Page 9: Pre-Algebra

Problem 2.1 C

There are 160 campers.1. If everyone sits at small tables, how many

pizzas should the camp director order (there are 3 pizzas on the small tables).

2. If everyone sits at large tables, how many pizzas should the camp director order (there are 4 pizzas on the large tables)?

Page 10: Pre-Algebra

Problem 2.1 CThere are 160 campers.3. The camp director also has extra-large tables that

seat 25. How many pizzas should be placed at these tables?

Which ratio should you use to scale up to a table that seats 25? The ratio of 3:8 or the ratio of 4:10?

Page 11: Pre-Algebra

Rate your learning

I will be able to determine whether two ratios are equivalent or find which of the ratios is more favorable.