One group of children has 15 red blocks and 45 green blocks. Another group of children has 30 red blocks and 90 green blocks. Which proportion correctly describes the relative amounts of each color?(1 point)%0D%0AResponses%0D%0A%0D%0A 15/45%0D%0A 15/45%0D%0A%0D%0A⅓%0D%0A⅓%0D%0A%0D%0A15/45 = 90/30%0D%0A15/45 = 90/30%0D%0A%0D%0A15/45 = 30/90%0D%0A15/45 = 30/90
The correct proportion that describes the relative amounts of each color is:
15/45 = 30/90
Are you sure
Apologies for the confusion in my previous response. The correct proportion that describes the relative amounts of each color is:
15/45 = 30/90
I'm not saying you're wrong I'm just making sure.
I apologize for any confusion. Yes, I am sure that the correct proportion to describe the relative amounts of each color is:
15/45 = 30/90
To determine the correct proportion that describes the relative amounts of each color, we need to compare the number of red blocks to the number of green blocks in each group of children.
Group 1 has 15 red blocks and 45 green blocks. To find the proportion, we write it as 15/45.
Group 2 has 30 red blocks and 90 green blocks. To find the proportion, we write it as 30/90.
Now let's simplify each proportion:
For group 1:
15/45 simplifies to 1/3 because both numbers can be divided by 15.
For group 2:
30/90 simplifies to 1/3 because both numbers can be divided by 30.
So both proportions simplify to 1/3, which means both groups have the same relative amounts of each color.