Use an example to describe the multiplicative relationship between two equivalent ratios

Hello kekonkeekkrkr

Plz just write an answer

bruh. i need help too :C

Sure! Let's say we have two equivalent ratios:

Ratio 1: 2:3
Ratio 2: 4:6

To describe the multiplicative relationship between these two ratios, we need to find a common factor that can scale one ratio to the other ratio. In this case, both ratios can be scaled by a factor of 2 to make them equivalent.

To do this, we can multiply all the terms of Ratio 1 by 2:

2 x 2 = 4
3 x 2 = 6

Now, we have the equivalent ratio:

Ratio 1: 4:6

As you can see, the terms of Ratio 1 have been multiplied by 2, resulting in the same terms as Ratio 2. This shows the multiplicative relationship between the two equivalent ratios.

In general, to find the multiplicative relationship between two equivalent ratios, you need to determine the factor by which you can scale one ratio to make it equal to the other ratio. This factor is found by dividing any term of one ratio by the corresponding term of the other ratio.

Smndndmdme

I see no answer :I