If x:y is a ratio and p is any non-zero number, then p*x:p*y is an equivalent ratio.
There are infinitely many ratios. For example, 40/130.
There is no real reason for two equivalent measurements to be rationed! The ratio of two equivalent measurements will depend on the units used. The ratio between a length in feet and the equivalent length in inches, for example, is 12:1.
A ratio that has the save value as another but is represented differently. Example: 1:2 = 2:4 = 3:6 etc.
The equivalent ratio is: 22 to 6
Find an equivalent ratio to 32:24 such that tje first number in the ratio is 4
1:2 = 2:4
The ratio 35 can be expressed as a fraction, which is 35:1 or simply 35/1. Any equivalent ratio can be found by multiplying both terms by the same non-zero number. For example, multiplying by 2 gives the equivalent ratio 70:2.
24/10 is one example.
1:2 is one example.
3/4 = 9/12
A number used to multiply by a ratio to produce an equivalent ratio is called the "scale factor." By multiplying each part of the ratio by the same scale factor, you maintain the proportional relationship while changing the values. For example, if you have the ratio 2:3 and multiply it by a scale factor of 2, the equivalent ratio becomes 4:6.
There are infinitely many ratios. For example, 40/130.
To find the equivalent ratios of 210, you can multiply or divide it by the same non-zero number. For example, multiplying 210 by 2 gives you an equivalent ratio of 420, while dividing it by 7 results in an equivalent ratio of 30. Thus, some equivalent ratios for 210 include 420 and 30.
There is no real reason for two equivalent measurements to be rationed! The ratio of two equivalent measurements will depend on the units used. The ratio between a length in feet and the equivalent length in inches, for example, is 12:1.
A ratio that has the save value as another but is represented differently. Example: 1:2 = 2:4 = 3:6 etc.
70:2 is one example. It is a ratio of the from 35*k/k where is any non-zero number.
To find an equivalent ratio to 86, you can express it as a fraction, such as 86:1. By multiplying both terms of this ratio by the same number, you can create equivalent ratios. For example, multiplying by 2 gives you 172:2, and multiplying by 3 gives you 258:3. Thus, there are infinitely many equivalent ratios to 86.