Name: Date: Class: Collamore Café Menu Work Coverpage Appetizer Answer 3 out of the 12 Healthy Living Word Problems. SHOW ALL WORK. HIGHLIGHT IMPORTANT INFORMAITON Vegetables……Write the ration 3 to 12 two other ways. __:__ Fruit………Simplify the ratio 3 : 12. Write it the two other ways __:__ First Main Course Represent a rate from your research about healthy meals as a linear equation. Make sure you define both of your variables clearly. Create an input output table for the linear equation you created about healthy meals with at least 6 inputs and outputs. Create a line graph for the linear equation you created about healthy meals with at least six ordered pairs from your input output table. MAKE SURE LABEL YOUR AXIS AND TITLE YOUR GRAPH Second Main Course Represent a rate from your research about exercise as a linear equation. Make sure you define both of your variables clearly. Create an input output table for the linear equation you created about exercise with at least 6 inputs and outputs. Create a line graph for the linear equation you created about exercise with at least six ordered pairs from your input output table. MAKE SURE LABEL YOUR AXIS AND TITLE YOUR GRAPH Dessert and Drinks Use a laptop to simulate your eating and exercise habits, and see how they would affect your body over time. It can be downloaded at http://phet.colorado.edu/en/simulation/eating-and-exercise Name: Date: Class: Diet and Exercise Science and Math Menu Rubric Expressions and Equations 8.EE 5. Solve linear equations in one variable Functions 8.F 2. Compare properties of two functions each represented in a different way (algebraically, graphically, numerically in tables, or by verbal descriptions). For example, given a linear function represented by a table of values and a linear function represented by an algebraic expression, determine which function has the greater rate of change. 1 2 3 4 Answers none of Answers 1-2 of the Answers 3 word Answers more than Word problems correctly. 3 problems Problems the word problems. word problems Does not highlight correctly. May not Highlights correctly. important highlight important important Highlights information in the information in the information in the important questions. Does question. May not question. Provides information in the not provide clear provide adequate adequate clear question. Provides work. clear work. work. adequate clear work. Linear Linear equation is Explanation of the Explanation of the Explanation of the Equation either non-existent linear equation’s linear equation’s linear equation’s or does not have link to research is link to research is link to research is any clear not completely clear. Variables clear and thorough. explanation of its clear or thorough. are defined. Variables are link to research. Variables are defined. Variables are not defined. defined Input Data Table is non- Input (x) column Input (x) column Input (x) column Output existent or and Output (y and Output (y and Output (y Table completely column is defined. column is defined. column is defined. incorrect. There are 1-3 Input There are 4-6 Input There are more Output pairs that Output pairs that than 6 Input are correct for the are correct for the Output pairs that equation. equation. are correct for the equation. Line Line graph is non- Line graph has 1-3 Line graph has 4-6 Line graph has Graph existent or ordered pairs ordered pairs more than 6 completely correctly graphed. correctly graphed. ordered pairs incorrect. The x and the y The x and the y correctly graphed. axis are correctly axis are correctly The x and the y labeled. labeled and the axis are correctly graph has an labeled and the appropriate label. graph has an appropriate label. Name: Date: Class: Agenda For 10-17-2012 Homework Rate Share (10 minutes) Introduction to Menu Work Cover Page and Rubric (5 minutes) Appetizer Work (15 minutes) How Do I Work with Fractions (5 minutes) Main Course Work (25 minutes) I have who has (5 minutes) Textbook Fill Ins (15 minutes) Homework: fll out Food and Exercise Log for the next today. (At home) Name: Date: Class: 1) It should costs a family of four $175 a week to buy healthy groceries for their fmaily. What is the average cost for one family member? 4 people = 175 dollars 4p = 175 Solve the equation for the value of p 2) Using the unit rate for the average cost of groceries for one family member in the previous problem, what would be the cost of buying healthy grocery’s for a family of 5? 5people = 5p. p has the same value as that solved for in the previous problem. 5p = ? Name: Date: 3) Write an equation for the weekly grocery cost for a family with p people in it. Let the variable y represent the total grocery cost. 4) Create an input output variable and solve if for a families with 1-8 people Input (expression with a coefficient times P) ____* P Output (Y) weekly grocery bill Class: Name: Date: Class: 5) The government recommends that 40% of your family’s weekly grocery budget be spent on vegetables and fruits. If a family spends $200 on groceries how much does the government recommend they spend on vegetables and fruits? 40 2 40% = 100 = 5 = 0.40 2 5 * amount spent on groceries = ? 6) If your family spent the recommend proportion of their grocery budget on vegetables and fruits this trip to the grocery store, and they spent $20 on vegetables and fruits this trip, how much did they spend overall on this trip? 2 5 * ? = 20 Name: Date: Class: 7) You can buy a 24 ounce jar of tomato sauce for $7.99 or you can buy a 16 ounce jar of the same tomato sauce for $5.99. What is the cost per ounce of each jar rounded to the nearest cent? What size is a better deal? _______________________________________________ 1 1 1 8) You are making a salad. Your recipe calls for 1 2 cups of lettuce, 8 cups of tomatoes and 6 cup of cucumbers. If you triple the recipe so that you will have leftovers for the week how much lettuce, tomatoes and cucumbers should you use? Lettuce:____________________ Tomatoes:________________ Cucumbers:___________ 9) A 130 pound person who dances burns 266 Calories per hour. Write an equation that represents this rate. Let y equal to the number of calories burned in x hours? Name: Date: Class: 1 10) The government recommends that you eat 2 2 cups of vegetables a day. How many cups of vegetables would a person that follows this recommendation eat in 2 weeks? 11) Write an equation that relates the number of cups of vegetables that a healthy person would eat in x number of days. 12) Create an input output that relates how many cups of vegetables a health would eat 1-8 days. Input (expression with a coefficient times x) ____________* X Output (Y) cups of vegetables eaten