SWBAT represent relationships between two quantities visually.

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Presentation transcript:

SWBAT represent relationships between two quantities visually.

1. One ticket to a high school football game is $5.50. A season ticket for one person to attend all six home games is $ How much money would a family of four save if they bought four season tickets? $3.00B. $12.00C. $12.50D. $ How are the locations of the points represented by the ordered pairs ( 3,7 )and (3, -7) related? A. They are both in the same quadrant B. One is in quadrant 1 and the other is in quadrant 2 C. One is in quadrant 1 and the other is in quadrant 3 D. One is in quadrant 1 and the other is in quadrant 4 3. Jordan went to the grocery store with his dad. They bought 3.5 pounds of ham at $4.35 per pound. They also bought 2.5 pounds of turkey at $2.80 per pound. How much more money did they spend on the ham? Round your answer to the nearest penny. A. $8.23B. $8.08C. $9.14D. $10.14

Come up with 3 equivalent ratios to 4/16. You can use a table to help support your answer 416

Find another equivalent ratio from the grid that is not in your table. How can you prove that it is true?

Anthony391 Gina9 For every 3 laps Anthony runs, Gina runs 9 laps Find another equivalent ratio from the grid that is not in your table. How can you prove that it is true?

Find another equivalent ratio from the grid that is not in your table. How can you prove that it is true?

Find another equivalent ratio from the grid that is not in your table. How can you prove that it is true?

What do you notice about the relationship between the ratio table and the coordinate grid? Justify your answer.

Create your own ratio table with equivalent ratios. Graph the points on the grid. How do you know your ratios are equivalent. Find another equivalent ratio from the grid.