To find the equivalent ratio to 8 to 2, we need to determine the ratio between the same two quantities. In this case, we don't have the specific quantities provided, but we can still represent the ratio in a general form.
Let's say the ratio *** COCO K % to ? is equivalent to the ratio 8 to 2. We can represent this as:
*** COCO K % : ? = 8 : 2
To find the missing ratio, we can cross-multiply and solve for the unknown quantity:
8 * ? = 2 * *** COCO K %
Simplifying further, we have:
? = (2 * *** COCO K %) / 8
This means that the ratio *** COCO K % to ? is equivalent to the ratio 8 to 2, and the value of ? can be found by multiplying 2 by the value of *** COCO K % and dividing the result by 8.
The ratio 8 to 2 can be expressed in different equivalent ratios by multiplying or dividing both numbers by the same factor. Here are some examples of equivalent ratios to 8 to 2:
- 4 to 1: We can divide both 8 and 2 by 2 to obtain this equivalent ratio.
- 16 to 4: We can multiply both 8 and 2 by 2 to obtain this equivalent ratio.
- 80 to 20: We can multiply both 8 and 2 by 10 to obtain this equivalent ratio.
In general, any ratio that has the same value when simplified will be equivalent to the ratio 8 to 2. The specific equivalent ratio will depend on the chosen factor for multiplication or division.
Therefore, the ratio 8 to 2 is equivalent to multiple ratios, such as 4 to 1, 16 to 4, and 80 to 20.
