A ratio is expressed as the relationship of whole numbers or decimals. The numbers can determine percentages, scales, parts of a solution, or output per input in gears. The ratio is simply a multiple and can be changed to other ratios just as fractions are changed, by multiplication of both sides.
Some examples of ratios are:
In the final two examples, you can express the ratio scale as a fraction (1/120th scale) and the percentage of smokers as 26% (26 percent).
To simplify a ratio, divide both sides by the smaller number. E.g. the ratio of 300 to 10 (300:10) is 30 to 1, and the ratio of 10:20 equals the ratio 1:2 (1/2).
The answer depends on the ratio of the shape to what!
The answer depends on what ratio of the triangle you are interested in.
multiply by 2
If the ratio of the radii is 1:3 then the ratio of volumes is 1:27.
The answer depends on what the ratio is relative to!The ratio of a circumference to the area of a circle is half the radius.
A ratio is a property of two or more numbers. It is not possible to find the ratio of a single number.
The answer depends on the ratio of the shape to what!
You divide the numerator of the ratio by its denominator.
The answer depends on what ratio of the triangle you are interested in.
multiply by 2
To find a ratio, you need to compare two numbers. Since you have only given one number, it is impossible to find a ratio.
6.4 and 8 find ratio
The ratio of a single number is the number itself.
If the ratio of the radii is 1:3 then the ratio of volumes is 1:27.
The answer depends on what the ratio is relative to!The ratio of a circumference to the area of a circle is half the radius.
Find Ratio A to B. Find Ratio B to A. Complete sentence: A is percent of B.
Find an equivalent ratio to 32:24 such that tje first number in the ratio is 4