1) how much paper is needed to wrap a cube with a side length of 12 cm? 2) find the area

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  • Slide 1
  • 1) How much paper is needed to wrap a cube with a side length of 12 cm? 2) Find the area.
  • Slide 2
  • I can use what I have learned from Units 1-5 standards to solve problems. I can review standards that I have not yet mastered to improve my understanding of concepts.
  • Slide 3
  • Choose one item from each category and find the total for your meal! Drinks: Appetizers: Entrees: Tea $.85 Nachos $3.75 Chicken $7.95 Coke $1.25 Wings $4.25 Steak $10.50 Milk $.75 Fries $2.00 Hamburger $4.75 Desserts: Milkshake $1.50 Sundae $2.75 Cake $1.25
  • Slide 4
  • FACE OFF!! Each row will earn points based on correct answers. Every student must work out each problem. Please raise your hand if you need assistance. After each question, you will be directed to rotate back one seat in your row. Do NOT call out answers!!
  • Slide 5
  • What is the greatest common factor of 24 and 40?
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  • Sam has 250 match box cars. Of the 250 cars, he received 50 as a gift. What percent of his trading cards did he receive as a gift? Hint: 50 is what percent of 250?
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  • Slide 9
  • Using the chart, what is the total cost to buy 10 pieces of each different type of candy? Candy ItemNumber of candies in each box Price per box Lollipops10$4.25 Gum5$2.75 Laffy Taffy1$.75
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  • The graph shows the relationship between the weight in grams and energy. What is the constant of variation? (Hint: Use y=kx!)
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  • In a town, an elementary has 24 classrooms. This amount is 30% of all the classrooms in the town. How many total classrooms are in the town? Hint: 24 is 30% of what number?
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  • A race car driver drove 1,440 miles last year in 12 races throughout the year. What is the average length in miles of one race?
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  • The table shows the names and times of two horses in a race. The total for each horse is the sum of the two parts. How much faster did the 1 st place horse run than the 2 nd place horse? PlaceName1st Race2 nd Race 1 st Red36.52 sec26.80 2 nd Flash38.42 sec28.32
  • Slide 20
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  • Simplify the following expression: 6(x + 4)
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  • Julie had p number of pens. Juan and Alex gave Julie an additional x pens each. Which expression could represent how many pens Julie has now? A. p + x B. p + 2x C. 2p + x D. 2(k + x)
  • Slide 26
  • Slide 27
  • If x = 2, what is the value of the expression? (5 + x) 2 Hint: Substitute in the expression for x and then follow order of operations.
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  • Is the expression 5(12 + x) equal to the expression 60 + x? Why or why not?
  • Slide 30
  • No, 5(12 + x) Is not equal to the expression 60 + x. 5(12 + x) is equal to 60 + 5x. You must multiply the 5 by both terms inside the parentheses.
  • Slide 31
  • Solve the equation: 5x = 20 What operation must you do to solve for x?
  • Slide 32
  • x = 4; you must divide both sides by 5
  • Slide 33
  • Find the area of the figure: 4 feet 8 feet 12 feet
  • Slide 34
  • Mary has 12 roses. Each rose is either red or white. If the ratio of red to white is 2 to 1, how many of each color does Mary have?
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  • If you were going to paint this entire box, how many square inches of paint would you need?
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  • Do NOT forget to bring a pencil to class. Study all old materials from Units 1-5. TWEET OUT! What standards do you feel that you have mastered? What types of problems do you still need to practice more?