# Central Tendency: Question Preview (ID: 10819)

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Catherine scored 156 and 197 for her first two bowling games. What score will she have to achieve on her third game to have an average of 202? |
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a) 205 | b) 185 | c) 253 | d) 223 | |

Catherine scored 141 adn 182 for her first two bowling games. What score will she have to achieve on her third game to have an average of 187? |
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a) 238 | b) 208 | c) 170 | d) 190 | |

A group of four items has a mean of 61. What would the value of the fifth item have to be in order to produce a mean of 66? |
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a) 86 | b) 25 | c) 30 | d) 89 | |

A group of seven items has a mean of 87. What would the value of the eighth item have to be in order to produce a mean of 84? |
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a) 24 | b) 63 | c) 28 | d) 69 | |

Catherine scored 152 and 165 for her first two bowling games. What score will she have to achieve on her third game to have an average of 170? |
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a) 163 | b) 182 | c) 193 | d) 162 | |

You weigh six packages to find the weights to be 26, 18, 58, 22, 54, and 50 ounces. If you include a package that weighs 122 ounces, will will increase more? |
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a) The median increases more. | b) The mean increases more. | c) The median and mean will stay the same. | d) The median and the mean are affected the same amount. | |

Name the outliers in the data. 58, 63, 114, 60, 76, 61, 66, 61, 72, 74, 58, 67, 70 |
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a) 76 and 114 | b) 114 | c) 58 | d) There are no outliers. | |

Which number or set of numbers would produce a median of 27 when included in the following data? 42, 41, 27, 49, 58, 51 |
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a) 14, 23, 17, 22, and 13 | b) 14, 23, 17, and 13 | c) 35, 36, 39, 38, and 12 | d) 27 is already the median | |

Which number or set of numbers would produce a median of 54 when included in the following data? 43, 64, 52, 31, 72, 54, 68 |
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a) 51 and 52 | b) 53 | c) 62 and 60 | d) 54 is already the median | |

You weigh six packages to find the weights to be 14, 10, 30, 12, 28, and 26 ounces. If you include a package that weighs 34 ounces, which will increase more? |
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a) The median and the mean will stay the same. | b) The median increases more. | c) The mean increases more. | d) The median and the mean are affected the same amount. | |

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