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Equivalent ratios or equal ratios are two ratios that express the same relationship between numbers as we covered in our tutorial on scaling up ratios. You can use the equivalent ratio calculator to solve ratio and/or proportion problems as required by entering your own ratio to produce a table similar to the "Equivalent Ratios of 15.9:20.3 table" provided below. This ratio table provides an increasingly list of ratios of the same proportions where the numerator and denominator are a direct multiplication of the multiplying value (m_{x}). Ratio tables are very useful in math for calculating and comparing equivalent ratios, although most will likely use a ratio calculator to calculate equivalent ratios, it is also useful to have a ratio table where you can quickly cross reference associated ratios, particularly when working with complex math equations to resolve advanced math problems or physics problems. As a useful reference, we have included a table which provides links to the associated ratio values for the ratio 15.9:20.3, for example 15.9.1:20.3, 15.9:20.3.1, 15.9.1:20.3.2 and so on. We hope you will find these quick reference ratio tables useful as you can print and email them to yourself to aid your learning or a useful learning aide when teaching ratios to math students.

Looking for a different type of ratio calculator or tutorial? Use the quick links below to access more ratio calculators

15.9 : 20.3 (m _{1} = 1) | 31.8 : 40.6 (m _{2} = 2) | 47.7 : 60.9 (m _{3} = 3) | 63.6 : 81.2 (m _{4} = 4) | 79.5 : 101.5 (m _{5} = 5) |

95.4 : 121.8 (m _{6} = 6) | 111.3 : 142.1 (m _{7} = 7) | 127.2 : 162.4 (m _{8} = 8) | 143.1 : 182.7 (m _{9} = 9) | 159 : 203 (m _{10} = 10) |

174.9 : 223.3 (m _{11} = 11) | 190.8 : 243.6 (m _{12} = 12) | 206.7 : 263.9 (m _{13} = 13) | 222.6 : 284.2 (m _{14} = 14) | 238.5 : 304.5 (m _{15} = 15) |

254.4 : 324.8 (m _{16} = 16) | 270.3 : 345.1 (m _{17} = 17) | 286.2 : 365.4 (m _{18} = 18) | 302.1 : 385.7 (m _{19} = 19) | 318 : 406 (m _{20} = 20) |

333.9 : 426.3 (m _{21} = 21) | 349.8 : 446.6 (m _{22} = 22) | 365.7 : 466.9 (m _{23} = 23) | 381.6 : 487.2 (m _{24} = 24) | 397.5 : 507.5 (m _{25} = 25) |

413.4 : 527.8 (m _{26} = 26) | 429.3 : 548.1 (m _{27} = 27) | 445.2 : 568.4 (m _{28} = 28) | 461.1 : 588.7 (m _{29} = 29) | 477 : 609 (m _{30} = 30) |

492.9 : 629.3 (m _{31} = 31) | 508.8 : 649.6 (m _{32} = 32) | 524.7 : 669.9 (m _{33} = 33) | 540.6 : 690.2 (m _{34} = 34) | 556.5 : 710.5 (m _{35} = 35) |

572.4 : 730.8 (m _{36} = 36) | 588.3 : 751.1 (m _{37} = 37) | 604.2 : 771.4 (m _{38} = 38) | 620.1 : 791.7 (m _{39} = 39) | 636 : 812 (m _{40} = 40) |

651.9 : 832.3 (m _{41} = 41) | 667.8 : 852.6 (m _{42} = 42) | 683.7 : 872.9 (m _{43} = 43) | 699.6 : 893.2 (m _{44} = 44) | 715.5 : 913.5 (m _{45} = 45) |

731.4 : 933.8 (m _{46} = 46) | 747.3 : 954.1 (m _{47} = 47) | 763.2 : 974.4 (m _{48} = 48) | 779.1 : 994.7 (m _{49} = 49) | 795 : 1015 (m _{50} = 50) |

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When calculating equivalent ratios you must multiply or divide both numbers in the ratio. This keeps both numbers in direct relation to each other. So, a ratio of 2/3 has an equivalent ratio of 4/6: in this ratio calculation we simply multiplied both 2 and 3 by 2.

The numerator of the ratio 15.9:20.3 contains 1 decimal and the denominator contains 1 decimal

The lowest possible whole number equivalent ratio of the ratio 15.9:20.3 is:

1 : 1.2767295597484

If you wish to express the ratio 15.9:20.3 as n to 1 then the ratio would be:

15.9:20.3 as n to 1

= 0.78325123152709 : 1

= 0.78325123152709 : 1

If you wish to express the ratio 15.9:20.3 as 1 to n then the ratio would be:

15.9:20.3 as 1 to n

= 1 : 1.2767295597484

= 1 : 1.2767295597484

The ratio 15.9:20.3 expressed as a fraction is [calculated using the ratio to fraction calculator]:

15.9:20.3

=*1**/**1.2767295597484*

=

The ratio 15.9:20.3 expressed as a percentage is [calculated using the ratio to percentage calculator]:

15.9:20.3

= 78.325123152709%

= 78.325123152709%

The table below contains links to equivalent ratio examples with ratios in increments of 0.1 in the range 16:20 to 17:21

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