A box contains 20 blue markers and 12 red markers.
What is the ratio of blue markers to red markers?
they give you the colors and the numbers, so
blue : red = 20 : 12 = 5:3
This answer is correct!
To find the ratio of blue markers to red markers, divide the number of blue markers by the number of red markers.
Blue markers: 20
Red markers: 12
Ratio of blue markers to red markers = Blue markers / Red markers
Ratio of blue markers to red markers = 20 / 12
Simplifying the ratio, we get:
Ratio of blue markers to red markers = 5 / 3
Therefore, the ratio of blue markers to red markers is 5:3.
To find the ratio of blue markers to red markers, you need to divide the number of blue markers by the number of red markers. In this case, there are 20 blue markers and 12 red markers.
The ratio of blue markers to red markers is therefore 20/12.
However, it is usually best to simplify the ratio if possible. In this case, both numbers are divisible by 4. So dividing both 20 and 12 by 4 gives us a simplified ratio of 5/3.
Hence, the ratio of blue markers to red markers is 5:3 or 5/3.