Two ratios can be compared by converting them into like fractions. If the two fractions are equal, we say that the two given ratios are equivalent. If two ratios are equivalent (or equal), then the involved four quantities are said to be in proportion.

Test Name |
Ratio Test Prep |

Type of Question |
Multiple Choice Question Answers |

Subject |
Math |

Total Question |
10 |

Test Type |
Sample / Mock Test |

Editable & Printable PDF / Doc |
YES (Download link is given below) |

Available of Answers |
YES |

Difficulty Level |
Pre-Algebra |

### Ratio Practice Test Question Answers

#### SET 1

1.ย The ratio of the heights 1.50 m and 75 cm of two persons can be written as |

๐ A. 2 : 1 |
๐ B. 1 : 2 |

๐ C. 2 : 5 |
๐ D. 1 : 50 |

๐ E. 1 : 1 |

Show Answers

Answer: A 2 : 1

2. The ratio of Williamโs income to her savings is 4 : 1. The percentage of money saved by his is : |

๐ A. 5% |
๐ B. 10% |

๐ C. 15% |
๐ D. 20% |

๐ E. 25% |

Show Answers

Answer: D. 20% (Formula (his savings/(income + savings)) ร 100

3. The ratio 5 : 9 is equal to |

๐ A. ย 37.55% |
๐ B. ย 35.75% |

๐ C. ย 47.35% |
๐ D. 55.55% |

๐ E. ย 75.75% |

Show Answers

Answer: D 55.55% (Formula: ratio 5 : 9 is equal to = (5/9) ร 100 =55.55

4. 225% is equal to |

๐ A. |
๐ B. |

๐ C. |
๐ D. |

๐ E. |

1. |

๐ A. |
๐ B. |

๐ C. |
๐ D. |

๐ E. |

1. |

๐ A. |
๐ B. |

๐ C. |
๐ D. |

๐ E. |

1. |

๐ A. |
๐ B. |

๐ C. |
๐ D. |

๐ E. |

1. |

๐ A. |
๐ B. |

๐ C. |
๐ D. |

๐ E. |

1. |

๐ A. |
๐ B. |

๐ C. |
๐ D. |

๐ E. |

1. |

๐ A. |
๐ B. |

๐ C. |
๐ D. |

๐ E. |