tell me somethin’ good!. strategy #3: know your place! if the solution seems straight-forward...

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TELL ME SOMETHIN’ GOOD!

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Trashketball 1)Divide class into two teams 2)One whiteboard, marker and eraser per team 3)Correct responses earn your team the opportunity to shoot a trashket 4)Highest trashket total wins

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Page 1: TELL ME SOMETHIN’ GOOD!. Strategy #3: Know Your Place! If the solution seems straight-forward halfway through the test or beyond, you’re not thinking

TELL ME SOMETHIN’ GOOD!

Page 2: TELL ME SOMETHIN’ GOOD!. Strategy #3: Know Your Place! If the solution seems straight-forward halfway through the test or beyond, you’re not thinking

Strategy #3: Know Your Place!

If the solution seems straight-forward halfway through the test or beyond, you’re not thinking about the problem correctly!

Page 3: TELL ME SOMETHIN’ GOOD!. Strategy #3: Know Your Place! If the solution seems straight-forward halfway through the test or beyond, you’re not thinking

Trashketball

1) Divide class into two teams2) One whiteboard, marker and

eraser per team3) Correct responses earn your

team the opportunity to shoot a trashket

4) Highest trashket total wins

Page 4: TELL ME SOMETHIN’ GOOD!. Strategy #3: Know Your Place! If the solution seems straight-forward halfway through the test or beyond, you’re not thinking

Activity Predictions1) Write your ratio of trashkets to

misses2) Write your ratio of trashkets to

total shots3) Write your ratio of misses to

total shots4) If your scores continued at this

rate, approximately how many misses would be associated with 12 trashkets?

5) If your scores continued at this rate, approximately how many trashkets would you make out of 30 shots?

Predictions Actual

Page 5: TELL ME SOMETHIN’ GOOD!. Strategy #3: Know Your Place! If the solution seems straight-forward halfway through the test or beyond, you’re not thinking

Lesson #3: Ratios and Proportions

What is a ratio?Indication of relative amounts for two quantities

What is a proportion?An equation that sets two ratios equal

Similar triangles have proportional corresponding side lengths

Page 6: TELL ME SOMETHIN’ GOOD!. Strategy #3: Know Your Place! If the solution seems straight-forward halfway through the test or beyond, you’re not thinking
Page 7: TELL ME SOMETHIN’ GOOD!. Strategy #3: Know Your Place! If the solution seems straight-forward halfway through the test or beyond, you’re not thinking

Example 1

For every 40 games a baseball team plays, it loses 12 games. What is the ratio of the team’s losses to wins?a. 3:10b. 7:10c. 3:7d. 7:3e. 10:3

Page 8: TELL ME SOMETHIN’ GOOD!. Strategy #3: Know Your Place! If the solution seems straight-forward halfway through the test or beyond, you’re not thinking

Example 2

In a particular class, the ratio of boys to girls is 2:3.a. If there are 8 boys, then how many girls are there?

b. If there are 9 girls, then how many students are there?

c. If there are 25 students, then how many girls are there?

Page 9: TELL ME SOMETHIN’ GOOD!. Strategy #3: Know Your Place! If the solution seems straight-forward halfway through the test or beyond, you’re not thinking

Example 3

At a particular elementary school, the ratio of teachers to students is 1:22. a. How many teachers are present on campus if there are

660 students?

b. How many people are present on campus (students and teachers) if there are 10 teachers?

c. How many teachers are present on campus if there are 460 people on campus?

Page 10: TELL ME SOMETHIN’ GOOD!. Strategy #3: Know Your Place! If the solution seems straight-forward halfway through the test or beyond, you’re not thinking

Example 4

If a $200 prize is divided up among three people in a 1:4:5 ratio, then how much does each person receive?

Page 11: TELL ME SOMETHIN’ GOOD!. Strategy #3: Know Your Place! If the solution seems straight-forward halfway through the test or beyond, you’re not thinking

Example 5

A bird can fly 420 miles in one day if it flies continuously. At this rate, how many miles can the bird fly in 14 hours?

Page 12: TELL ME SOMETHIN’ GOOD!. Strategy #3: Know Your Place! If the solution seems straight-forward halfway through the test or beyond, you’re not thinking

Ratio/Proportion Problems from PT #1

2-85-177-5, 15

Very Challenging:2-20

Page 13: TELL ME SOMETHIN’ GOOD!. Strategy #3: Know Your Place! If the solution seems straight-forward halfway through the test or beyond, you’re not thinking

Activity Actual Calculations

1) Write your ratio of baskets to misses2) Write your ratio of baskets to total shots3) Write your ratio of misses to total shots4) If your scores continued at this rate,

approximately how many misses would be associated with 12 baskets?

5) If your scores continued at this rate, approximately how many baskets you would make out of 30 shots?

Page 14: TELL ME SOMETHIN’ GOOD!. Strategy #3: Know Your Place! If the solution seems straight-forward halfway through the test or beyond, you’re not thinking

Work Time

1) Ratios and Proportions Practice Problems (collected before you leave today)

2) ProProfs Pratice Problems on a topic of your choice

3) Explore the app you will be presenting on next week