Questions 8 through 11 refer to the following chart and information. ![](data:image/png;base64,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) This is a chart of the Food Pyramid. The Food Pyramid serves as a basic guide to making healthy food choices. If you take a look at the guide you can easily see which food groups you should be eating. According to the pyramid. most of your daily food should consist of breads. rice. and cereals. These are the foods in the bottom level of the pyramid. Almost equal to these. but not quite as much. should be vegetables and fruits. Therefore. you can feel free to go ahead and eat lots of fruit and vegetables every day. Servings of meat. fish, eggs. and dairy foods, which include milk and cheese. should be much smaller. Sugars should be the smallest portion of all. Of course, your daily nutritional needs will vary according to your activity level and life style. You do not have to follow the Food Pyramid, but it is a good way to be sure you will get the healthiest benefits from your daily food, if you keep a copy of the pyramid stuck to the door of your refrigerator. it will remind you to plan your daily meals wisely every time you go into the kitchen. |
8. Which of the following are dairy products? 9. What is the purpose of the Food Pyramid? | 10. Which food group has the second smallest serving suggestion? 11. What affects your daily food needs? |