A taste test and survey from zing farm show that 2/3 of people survey preferred to taste of veggie burgers to regular burgers if 90,000 people were in the survey how many flavored veggie burgers how many chose regular burgers?

In the survey, 2/3 of the people preferred veggie burgers. To find how many people preferred veggie burgers and how many preferred regular burgers, we can follow these steps:

1. **Number of people who preferred veggie burgers**:
   \[
   \frac{2}{3} \times 90,000 = 60,000
   \]

2. **Number of people who preferred regular burgers**:
   Since 2/3 preferred veggie burgers, the remaining 1/3 preferred regular burgers.
   \[
   \frac{1}{3} \times 90,000 = 30,000
   \]

So, **60,000 people** preferred veggie burgers, and **30,000 people** preferred regular burgers.

Do you want more details or have any questions?

Here are some related questions you might consider:
1. If 75% of the veggie burger lovers are vegetarian, how many vegetarians are there?
2. What percentage of the total survey group preferred regular burgers?
3. How many more people preferred veggie burgers than regular burgers?
4. If a new survey had 120,000 people, how many would likely prefer veggie burgers?
5. If half of the veggie burger lovers recommend it to a friend, how many recommendations were made?

**Tip**: When dealing with fractions or percentages, always multiply by the total amount to find the part you're interested in.

A taste test and survey from zing farm show that 2/3 of people surveyed preferred the taste of veggie burgers to regular burgers. If 90,000 people were in the survey, how many favored veggie burgers and how many chose regular burgers?

In a survey of 90,000 people, 2/3 preferred veggie burgers while 1/3 preferred regular burgers. This problem demonstrates how to calculate fractions of a total group, suitable for students in Grades 5-7. Find out how many people chose each option with detailed steps.

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