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Victoria teaches a dog-training course at her local community center. After every trick, she rewards each dog with a treat. During Saturday's class, she gave tt treats to each of the 66 dogs. In all, Victoria gave out 3030 treats during the class.\newlineWhich diagram models the story?\newline\newlineWhich equation models the story?\newlineChoices:\newline(A)(A) t6=30\frac{t}{6} = 30\newline(B)(B) 6t=306t = 30

Full solution

Q. Victoria teaches a dog-training course at her local community center. After every trick, she rewards each dog with a treat. During Saturday's class, she gave tt treats to each of the 66 dogs. In all, Victoria gave out 3030 treats during the class.\newlineWhich diagram models the story?\newline\newlineWhich equation models the story?\newlineChoices:\newline(A)(A) t6=30\frac{t}{6} = 30\newline(B)(B) 6t=306t = 30
  1. Understand the problem: Step 11: Understand the problem.\newlineVictoria gave tt treats to each of 66 dogs, totaling 3030 treats. We need to find the equation that represents this situation.
  2. Set up the equation: Step 22: Set up the equation.\newlineIf tt is the number of treats per dog, and there are 66 dogs, the total number of treats given out can be calculated by multiplying the number of treats per dog by the number of dogs. So, the equation is 6t=306t = 30.
  3. Check the equation choices: Step 33: Check the equation choices.\newlineWe have two choices:\newline(A) t6=30\frac{t}{6} = 30\newline(B) 6t=306t = 30\newlineFrom our setup in Step 22, we know the correct equation is 6t=306t = 30.

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