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From Rates to Ratios

From Rates to Ratios. Lesson 6.1.17. Solve for x. x + 9 = 15 5 = x – 4 x – 9 = 15 x + 9 = 18 27 = 16 + x. A 360. a + 180 = 360 360 = 135 + a a + 45 = 360 a + 30 = 360 360 = 240 + x.

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From Rates to Ratios

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  1. From Rates to Ratios Lesson 6.1.17

  2. Solve for x x + 9 = 15 5 = x – 4 x – 9 = 15 x + 9 = 18 27 = 16 + x

  3. A 360 a + 180 = 360 360 = 135 + a a + 45 = 360 a + 30 = 360 360 = 240 + x

  4. To earn money, Peyton shovels driveways in the winter. He earns $24 in 3 hours. Complete the table. Write the information in the table as ordered pairs. Use Hours as the x-coordinate and Amount earned as the y-coordinates. Application Problem

  5. Write each ratio as a rate. Example 1

  6. a. Complete the model below using the ratio from Example 1, part (b). b. Complete the model below now using the rate listed below. Example 2

  7. Dave can clean pools at a constant rate of pools/hour. a. What is the ratio of pools to hours? b. How many pools can Dave clean in 10 hours? c. How long does it take Dave to clean 15 pools? Example 3

  8. Emelinecan type at a constant rate of pages/minute. a. What is the ratio of pages to minutes? b. Emeline has to type a 5-page article but only has 18 minutes until she reaches the deadline. Does Emeline have enough time to type the article? Why or why not? c. Emeline has to type a 7-page article. How much time will it take her? Example 4

  9. Xavier can swim at a constant speed of meters/second. a. What is the ratio of meters to seconds? b. Xavier is trying to qualify for the National Swim Meet. To qualify, he must complete a 100 meter race in 55 seconds. Will Xavier be able to qualify? Why or why not? c. Xavier is also attempting to qualify for the same meet in the 200 meter event. To qualify, Xavier would have to complete the race in 130 seconds. Will Xavier be able to qualify in this race? Why or why not? Example 5

  10. The corner store sells apples at a rate of 1.25 dollars per apple. a. What is the ratio of dollars to apples? b. Akia is only able to spend $10 on apples. How many apples can she buy? c. Christian has $6 in his wallet and wants to spend it on apples. How many apples can Christian buy? Example 6

  11. A rate of gal/min corresponds to the unit rate of and also corresponds to the ratio . All ratios associated to a given rate are equivalent because they have the same value. Lesson Summary

  12. Tiffany is filling her daughter’s pool with water from a hose. She can fill the pool at a rate of 1/10 gallons/second. Create at least three equivalent ratios that are associated with the rate. Use a double number line to show your work. Exit Ticket

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