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The Wrap & Roll food truck is the most popular lunch spot in the city. They have vv vegetarian wraps and 88 wraps containing meat on today's menu. There are 1212 wraps on the menu in all.\newlineWhich diagram models the story?\newlineWhich equation models the story?\newlineChoices:\newline(A) v+8=12v + 8 = 12\newline(B) v8=12v - 8 = 12

Full solution

Q. The Wrap & Roll food truck is the most popular lunch spot in the city. They have vv vegetarian wraps and 88 wraps containing meat on today's menu. There are 1212 wraps on the menu in all.\newlineWhich diagram models the story?\newlineWhich equation models the story?\newlineChoices:\newline(A) v+8=12v + 8 = 12\newline(B) v8=12v - 8 = 12
  1. Understand the problem: First, let's understand the problem. The food truck has vv vegetarian wraps and 88 meat wraps, totaling 1212 wraps. We need to find the equation that correctly represents this situation.
  2. Find the total wraps: We add the vegetarian wraps vv and the meat wraps 88 to find the total number of wraps. The equation should reflect this addition to match the total given, which is 1212.
  3. Set up the equation: Set up the equation: v+8=12v + 8 = 12. This equation means "the number of vegetarian wraps plus 88 meat wraps equals 1212 wraps in total."
  4. Check equation with value: Check if the equation makes sense by substituting a reasonable value for vv. If v=4v = 4, then 4+8=124 + 8 = 12, which is correct. This confirms our equation is set up correctly.

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