Sign In
Scenario | Rate | Unit Rate |
---|---|---|
Kriz finds 20 Pokémon every 10 days. | 20 Pokémon per 10 days, 10 Pokémon per 5 days |
2 Pokémon per 1 day, 730 Pokémon per 1 year |
At a party, 42 candies were eaten by 6 kids. | 42 candies per 6 kids, 21 candies per 3 kids |
7 candies per 1 kid |
Write the rate of the Pokémon scenario as a fraction to determine its unit rate. 20Pokémon/10days Next, divide both units by the denominator of the fraction to have 1 day on the denominator. In this case, divide both units by 10. 20÷ 10Pokémon/10÷ 10days ⇔ 2Pokémon/1day Since a year has 365 days, multiply this unit rate per day by 365 to find the unit rate per year. ccc 2* 365Pokémon/1* 365day & ⇔ &730Pokémon/365days [1.5em] & &⇕ [1em] & &730Pokémon/1year The unit rate for the candy per kid can be determined in a similar fashion. 42÷ 6candies/6÷ 6kid ⇔ 7candies/1kid