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COP Equations
Writing Equations with the Constant of Proportionality
| Term | Definition |
|---|---|
| x = y | A bakery sells scones for $12 a dozen. What is an equation that represents the relationship between x scones and y dollars? |
| 7x = y | A family purchases 8 movie tickets for $56. What is an equation that represents the relationship between x movie tickets and y dollars? |
| 3x = y | Diana can knit 3 socks for every skein of yarn. What is an equation that represents the relationship between x skeins and y socks? |
| 22x = y | A car manufacturing plant can produce 176 cars in 8 hours. What is an equation that represents the relationship between x hours and y cars produced? |
| 225x = y | A candy factory can wrap 675 candies in 3 hours. What is an equation that represents the relationship between x hours and y candies wrapped? |
| 0.06x = y | Walmart sells eggs for $0.72 a dozen. What is an equation that represents the relationship between x eggs and y dollars. |
| 0.07x = y | Pick-N Save sells eggs for $0.84 a dozen. What is an equation that represents the relationship between x eggs and y dollars? |
| 1.50x = y | At Home Depot carpet is sold for $1.50 per square foot. What is an equation that represents the relationship between x feet and y dollars? |
| 8x = y | A baker can make 24 pies in 3 hours. What is an equation that represents the relationship between x hour and y pies? |
| 60x = y | A car travels 420 miles in 7 hours. What is an equation that represents the relationship between x hours and y miles. |