After eight matches a basketball player had scored a mean of 27 points,after another 3 matches his mean was 29,after more 5 matches his mean rose to 32.calculate the total number of points he scored in the last five games.

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  1. physics

    A 78 g basketball is launched at an angle of 45.4◦ and a distance of 10.1 m from the basketball goal. The ball is released at the same height (ten feet) as the basketball goal’s height. A basketball player tries to make a long jump-shot as described

  2. mathematics

    Jake scored 28 points in his basketball game by shooting only two-point and three-point shots. He scored a total of 13 baskets. Write a system of equations to represent the number of each type of basket Jake scored.

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  6. algebra 2

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  7. Algebra 2

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  9. Math

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  10. stat

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  11. Algebra

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  12. Algeba1

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  13. Math

    1)Adam scored x points 2)Imran scored 3 points fewer than Adam 3)Shakeel scored twice as many points as Imran Together they scored 39 points. a)How do i write in terms of x, an expression for the number of points scored by Shakeel? b)How do i write an

  14. Math

    Basketball player scored 12 times during one game. He scored a total of 18 points, two for each two-point Shot and one for each free throw. How many two-point shots did he make? How many free throws?

  15. Math

    The Wildcats basketball team scored 18 points in the first half of the game. All the points came from either 2 or 3 point baskets. If a total of 8 shots were made ( some two pointers and some three points), how many of each type of shot were made?

  16. math

    After eight matches a basketball player had scored a mean of 27 points,after another 3 matches his mean was 29,after more 5 matches his mean rose to 32.calculate the total number of points he scored in the last five games.

  17. math

    Which rule matches the function shown in the graph? Points are: -1, 2 0, 0 2, - 2 A. y = 2x B. y = x + 3 C. y = x - 3 D. y = x/ -2 I was doing it checking each one using these rules and so -1, 2: -2, 2, -4, -0.5 0, 0: 0, 3, - 3, 0

  18. Algebra

    Jake scored x points in the first basketball game. He scored 2 fewer points in the next game. His teammate, Jack, scored 2y points in the first game and 4 more than twice as many points in the next game. Write and simplify an expression for the total

  19. math

    the disney golf classic starts with 64 golfers. the golfers form pairs and each pair plays a match. the losers drop out and the winners of each pair then form new pairs and play again. then those winners form pairs and play. this continues until there is

  20. PHYSICS

    Assume: A 78 g basketball is launched at an angle of 46.7 ◦ and a distance of 18.6 m from the basketball goal. The ball is released at the same height (ten feet) as the basketball goal’s height. A basketball player tries to make a long jump-shot as

  21. Math

    A back-to-back stem-and-leaf plot showing the points scored be each player on two different basketball teams is shown below. Team 1 | | Team 2 6 1| 0| 3 7 8 4 2| 1|4 6 8 9 9 6 3| 2|5 7 Key: 4|0|2 means 4 points for Team 1 2points for team 2 What is the

  22. algebra

    The table shows the number of points scored by a basketball team during their first several games. Find the mean of the number of points scored? Standard code : S.ID.2 (1 Point)

  23. Math

    Alex scored 13 points in the basketball game. This was 1/5 of the total points the team scored. Write and solve an equation to determine the total points t the team score.

  24. Math

    In the last basketball game, Kevin scored 2 less than a third of his team's points. Part A: Let n represent the number of points Kevin's team scored. Write an expression for the number of points Kevin scored. Part B: Kevin scored 14 points. How many points

  25. Math

    Teri scored 64 points in the first 8 basketball games she played in. She scored the same number of points in each game. How many points did she score in each game?

  26. Mathematics

    The points scored in a basketball game by the individual players of two teams, High Rangers and Rising Stars, is recorded during the game. After the game, the manager found that the range for the High Rangers is 20 points and the range for the Rising Stars

  27. Math

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  28. Physics help!!

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  29. 8th grade math

    a basketball player scored 8 pts total during 1st and 2nd quarters of a game. During the 3rd quarter she scored 3 times as many pts as she did in the 4th quarter. Let P = the # of pts the player scored in the 4th quarter. Write and simplify an expression

  30. algebra

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  31. Math

    The experimental probability that Alexander wins a tennis match is 0.21. If he plays 40 tennis matches in the next week, about how many matches can Alexander expect to lose? Is it 32 matches?

  32. Math

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  33. science

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  34. Pre-Algebra

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  35. Math

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  36. Mathematics

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  37. Algebra

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  38. Math

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  39. math

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  40. Math

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  41. math

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  42. Math

    A back-to-back stem and leaf plot showing the points scored by each player on two different basketball teams is shown below. Points scored in a game Team one. | | Team 2 4 3 | 0 | 4 9 9 8 2 0 | 1 | 0 1 7 6 1 | 2 | 3 3 8

  43. algebra

    this is the hardest problem people said it was the hardest andf they can not solve it can anyone solve this please it is hard In a basketball game, Garrett and Logan scored a total of 19 points. Logan and Ray scored a total of 14 points. Logan scored as

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  46. Mathematics

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  47. MATH

    The solution below corresponds to an inequality involving a quartic function. Write a possible quartic polynomial inequality that matches the solution. Prove that your inequality matches the solution. x < 4 and x > 7

  48. algebra

    can anyone solve this please it is hard In a basketball game, Garrett and Logan scored a total of 19 points. Logan and Ray scored a total of 14 points. Logan scored as many points as Garrett and Ray together. How many points did each player score?

  49. algebra

    In a basketball game, Garrett and Logan scored a total of 19 points. Logan and Ray scored a total of 14 points. Logan scored as many points as Garrett and Ray together. How many points did each player score? Logan______ Garrett______ Ray_____

  50. Statistics

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  51. Math

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  52. math

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  53. math

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  54. math

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  55. math grade recovery plz help

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  56. algebra

    17. In the last basketball game, Kevin scored 2 less than a third of his team's points. Part A: Let n represent the number of points Kevin's team scored. Write an expression for the number of points Kevin scored. Part B: Kevin scored 14 points. How many

  57. Math

    A team plays 120 matches each year. In it's first year, the team won 45% of it's matches. The next year the team won 55% of it's matches. How many more games did the team win in the 2nd year than in the first year?

  58. physics

    Assume: A 78 g basketball is launched at an angle of 54.5 ◦ and a distance of 10.4 m from the basketball goal. The ball is released at the same height (ten feet) as the basketball goal’s height. A basketball player tries to make a long jump-shot as

  59. Math

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  60. mathematics

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  61. math

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  62. math

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  63. math

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  64. Math

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  65. word problem

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  66. Math

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  68. Grade 6 Maths

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  69. algebra

    can anyone solve this please it is hard In a basketball game, Garrett and Logan scored a total of 19 points. Logan and Ray scored a total of 14 points. Logan scored as many points as Garrett and Ray together. How many points did each player score?

  70. math

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  71. math

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  72. Math

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  73. PLEASE SOMEBODY Answer this Statistics question!

    The local lottery sets up a game wherein a player has a chance of collecting $750. The player must choose a 3-digit number and if it matches, the player receives $750 It costs $1 to play the game. What is the expected profit (or loss) for each player.

  74. Math Algebra Help

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  75. Stats

    The local lottery sets up a game wherein a player has a chance of collecting $750. The player must choose a 3-digit number and if it matches, the player receives $750 It costs $1 to play the game. What is the expected profit (or loss) for each player.

  76. math

    in a round robin tennis tournament involving 7 players, each player will play every other player twice. How many total matches will be played in the tournament? a. 21 b.28 c. 42 d. 48 e. 56

  77. mathematics

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  78. math

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  79. math

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  80. Math

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  81. Math

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  82. Math

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  83. math

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  84. Algebra

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  85. Math

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  87. alg HELP PLEASE!

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  88. physics

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  90. math urgent please

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  92. Math Probability??

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  93. college mathematics

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  94. math

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  96. math!

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