# Comparing Fractions And Decimals: Question Preview (ID: 15805)

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Use compatible numbers to estimate: 0.9 x 99.975 |
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a) 100 | b) 10 | c) 1 | d) 1/10 | |

Round to the nearest hundredths: 55.5678 |
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a) 55 | b) 55.6 | c) 55.57 | d) 55.568 | |

Peter has 0.032 kg of gold. Susan has .033, Alex has .0302; and Angela has .30. Who has the least gold? |
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a) 0.30 | b) 0.032 | c) 0.033 | d) .302 | |

Which is the best estimate of 19.1 x 20.3? |
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a) 360 | b) 380 | c) 400 | d) 420 | |

What is in order from least to greatest |
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a) 1/2, .499999...., 1/3, 0.1112 | b) 4/5, 0.80001, 5/6, 0.79 | c) 5/100, 0.5, 0.049, 1.0 | d) 9/10, .9991, 1.111..., 1.12 | |

Which answer has the numbers organized from least to greatest? |
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a) 0.999999...., 0.9999, 9.9999, 0.099999.... | b) .76666......, 0.76667, 0.8, 0.69999 | c) 7.555, 7.555...., 7.56, 7.66 | d) 6.01, 6.05, 6.55, 6.66 | |

Put the decimals in order from least to greatest. |
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a) 1.19, 1.17, 1.117, 0.1117 | b) 0.55, 0.056, 0.0057, 0.00058 | c) 0.678, 0.700, 0.892, 1.2 | d) 2.33..., 3.32, 4.333, 1.999... | |

Choose the smallest decimal: 0.044, 4.44, 0.42, 0.44444.... , |
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a) 0.044 | b) 4.44 | c) 0.42 | d) 0.44444...... | |

Estimate using compatible numbers: 39.8/ 2.01 |
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a) 20 | b) 19.875 | c) 19 | d) 18.5 | |

Which number is the smallest? 1/8, 1/9, 1/10, 0.001 |
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a) 1/8 | b) 1/9 | c) 1/10 | d) 0.001 | |

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