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With Ms.Goldsmith

With Ms.Goldsmith. Factoring. Functions. Systems of Equations. Statistics. Exponents. Miscellaneous. Statistics . Functions. Factoring. Exponents. Systems of Equations. Miscellaneous. $100. $100. $100. $100. $100. $100. $200. $200. $200. $200. $200. $200. $300. $300.

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With Ms.Goldsmith

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  1. With Ms.Goldsmith

  2. Factoring

  3. Functions

  4. Systems of Equations

  5. Statistics

  6. Exponents

  7. Miscellaneous

  8. Statistics Functions Factoring Exponents Systems of Equations Miscellaneous $100 $100 $100 $100 $100 $100 $200 $200 $200 $200 $200 $200 $300 $300 $300 $300 $300 $300 $400 $400 $400 $400 $400 $400 $500 $500 $500 $500 $500 $500

  9. 1-100 The factors of the following: 1 - 100 Fact $100

  10. 1 - 100 What is “(x - 9)(x + 9)”? $100

  11. 1-200 The factored form of Fact $200

  12. 1-200A 1 - 100 What is “(x+4)²”? $200

  13. 1-300 The factored form of x² - 9x + 18 Fact $300

  14. 1-300A 1 - 100 What is “(x – 3)(x – 6)”? $300

  15. 1-400 The factored form of 2x² + 9x – 18 Fact $400

  16. 1-400A 1 - 100 What is “(x + 6)(2x – 3)”? $400

  17. 1-500 The complete factored form of 2x² + 4x – 30 Fact $500

  18. 1-500A What is “2(x – 3)(x + 5)"? 1 - 100 $500

  19. This function is a Linear function 1 - 100 F $100

  20. 2-100A 1 - 100 What is “H(x)"? $100

  21. 2-200 This is the population In the year 2010 using the Equation y = 1,500,000(2.4 To estimate the population in t years. F $200

  22. 2-200A 1 - 100 What is “1,567,000"? $200

  23. 2-300 What is the minimum Value of the function F(x) = x² + 6x - 3 QF $300

  24. 2-300A What is “-12”? 1 - 100 $300

  25. 2-400 A ball is thrown into the air from a 4-foot-high table with an initial speed of 96 ft/s. The height of the ball in feet, h, after t seconds is given by the equation h(t) = -16(t – 3)² + 148. This is how long it takes the ball to reach its maximum height? F $400

  26. 2-400A 1 - 100 What is “3 seconds”? $400

  27. 2-500 A model rocket is launched at time t = 0. The formula h(t) = b + 18t - at² gives the rocket’s height, in feet, after t seconds. This is how high the plane was when it was launched. F $500

  28. 2-500A 1 - 100 What is “b feet”? $500

  29. 3-100 This describes the relationship between the lines with the equations 2x = 4 + 3y And -3x = 1 + 2y Soe $100

  30. 3-100A 1 - 100 What is “perpendicular"? $100

  31. 3-200 The solution of x + y = 12000 and 0.09x + 0.11y = 1180 SOE $200

  32. 3-200A 1 - 100 What is " (7000, 5000) "? $200

  33. 3-300 Shauna has $20 in her savings account and deposits $15.75 every week. This is how many weeks it will take Shauna to have more than $200 but less than $220 in her savings account. SOE $300

  34. 3-300A 1 - 100 What is " 12 weeks"? $300

  35. 3-400 A bakery charges $1.50 for a brownie and $1.00 for a cookie. On Saturday, the bakery sells 35 brownies and cookies combined and, the bakery earns $45.00. This is how many cookies the bakery sold. SOE $400

  36. 3-400A 1 - 100 What is “15"? $400

  37. 3-500 The admission fee at a small fair is $1.50 for children and $4.00 for adults. On a certain day, 2200 people enter the fair and $5050 is collected. This is how many children and attended? SOE $500

  38. 3-500A 3-400A 1 - 100 1 - 100 What is “1500"? $500

  39. 4-100 Thisisthevalue of theupperquartileifthe mean is 59.5, thelower extreme is 35, thelowerquartileis 55 and thedistributionissymmetricaboutthe mean. 1 - 100 Stat $100

  40. 4-100A 1 - 100 What is “64"? $100

  41. 4-200 Thisisthelowerquartileforthe following data: 28000 , 31000 , 42000 , 45000, 53000 , 55000 , 55000 , 72000, 88000 Stat$200

  42. 4-200A 1 - 100 What is “36,500"? $200

  43. The table below is a two-way relative frequency table of favorite leisure activities of50 adults, 30 females and 20 males. What percentage of men and women dance. Stat $300

  44. 4-300A 1 - 100 What is “36%"? $300

  45. Kelly is recording the number of people arriving at a concert. At 6pm, there are 250 people. By 7pm, 330 more people have arrived. By 8pm, 380 more people have arrived. By 9pm, 340 more people have arrived. This is an approximate equation used to best fit the data. Stat $400

  46. 4-400A 1 - 100 What is “y = 350x + 250"? $400

  47. 4-500 This is the difference of the IQR’s. Stat $500

  48. 4-500A 1 - 100 What is “32"? $500

  49. 5-100 Give the simplest form of 1 - 100 Exp $100

  50. 5-100A 1 - 100 What is ? $100

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