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12y ago

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Related Questions

What makes two ratios equivalent?

They have a constant rate or ratio.


What term is used to mean that the sides were reduced at the same rate making two equivalent ratios?

The two sides are proportional.


What is the difference between ratios and unit rate?

Ratios- Ex} 2:3 2/3 2 to 3 ****Those are the 3 ways you can write ratios. Unit Rate- 216 points ------------- 4 games ***Which would equal 54/1


What does rate ratio and proportion have in common in math?

Rates are ratios ... Speed is a rate of distance per unit of time... ratio of distance to time. Proportions are two equal ratios, whether they are rates or not.


How to find unit rate in math?

you can compare two measurements using ratios to find the unit rate.


What is the relationship between two ratios with a constant rate or ratio?

The answer is "proprtional".


How do you write equivalent rates?

To write equivalent rates, you find two ratios that express the same relationship between two quantities. For example, if you have a rate of 60 miles in 2 hours, you can express it as 30 miles in 1 hour, which simplifies to the same rate. You can also use unit conversion or proportional reasoning to identify other equivalent rates. Always ensure that the units are consistent to maintain the equivalence.


Percent ratio proportion decimals inverse comparing ratios convrting rates rate give the meaning and answer?

give the meaning and answer of kinds of fraction percent ratio proportion decimals inverse comparing ratios converting rartios rate


What is a rate that compares two equivalent measurements?

A rate that compares two equivalent measurements is a conversion rate.


Is a rate a ratio always or never true?

A rate is a type of ratio that expresses the relationship between two quantities with different units, such as speed (miles per hour) or price per item. While all rates are ratios, not all ratios are rates, as some ratios compare quantities of the same unit (like 4 apples to 2 apples). Therefore, it’s accurate to say that a rate is always a ratio, but the reverse is not true.


How does geometric growth rate differs from an arithmetic growth rate?

In geometric growth the ratios of successive terms is the same whereas in arithmetic growth the differences are the same.


Does a high birth to death ratios lead to smaller populations?

No, it is actually the opposite. A high birth rate and a low death rate leads to increased populations.