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Name:Reducing Ratios Reduce each ratio to its lowest form. Ex) 50 : 3510 : 71) 49 : 21Answers 2) 42 : 547:37:9 Ex.3) 12 : 326) 12 : 89) 20 : 3612) 70 : 1015) 48 : 4218) 5 : 20Math3:83:25:97:18:71:44)
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How to fill out reducing ratios:

01
Start by identifying the given numbers or quantities that need to be reduced. These could be measurements, values, or proportions that need to be simplified.
02
Determine the greatest common divisor (GCD) of the given numbers. This is the largest number that evenly divides all the given numbers.
03
Divide each given number by the GCD to reduce them. This will result in smaller, simplified numbers.
04
Write the reduced numbers as a ratio, using a colon (:) or a forward slash (/) between the numbers.
05
If necessary, simplify the ratio further by dividing both numbers by a common factor until no further simplification is possible.

Who needs reducing ratios:

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Students studying mathematics or related subjects may need to understand and use reducing ratios. It is a common topic in elementary and middle school math curriculums.
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Professionals in fields such as finance, engineering, or statistics may also encounter situations where reducing ratios is necessary for data analysis or problem-solving.
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Individuals involved in activities that require comparison or proportionality, such as cooking, construction, or fashion design, may find reducing ratios useful in scaling measurements or adjusting proportions accurately.
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Reducing ratios refer to the calculations used to determine the reduction in certain financial metrics.
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Reducing ratios are filled out by inputting specific financial data into the required calculations.
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