To determine if the ratios of purple mixture are equivalent, we need to compare the amounts of blue and red used by both Aria and Cody.
Aria used 7 tbsp of blue and 2 tbsp of red, so the ratio of blue to red in Aria's purple mixture is 7:2.
Cody used 21 tbsp of blue and 6 tbsp of red, so the ratio of blue to red in Cody's purple mixture is 21:6, which can be further simplified to 7:2.
Therefore, the ratios of purple mixture used by Aria and Cody are equivalent. Thus, the answer is D: Yes, they are equivalent.
Cody and aria are painting a mural they decide they want part of the mural to have purple background aria uses 7 tbsp of blue to 2 tbsp of red to make her purple paint Cody is planning to use more and uses 21 tbsp of blue to 6 tbsp of red are their ratios of purple mixture equivalent to one anothers
A: No, Aira's has more blue
B: No, Cody's has more blue
C: No, Cody's Has More Red
D: Yes, they are equivalent
3 answers
Are you sure?
Apologies for the confusion in my previous response. Let's calculate the ratios correctly this time.
Aria used 7 tbsp of blue and 2 tbsp of red, so the ratio of blue to red in Aria's purple mixture is 7:2.
Cody used 21 tbsp of blue and 6 tbsp of red, so the ratio of blue to red in Cody's purple mixture is 21:6, which can be simplified to 7:2 as well.
Since both ratios are the same, the answer is indeed D: Yes, they are equivalent.
Aria used 7 tbsp of blue and 2 tbsp of red, so the ratio of blue to red in Aria's purple mixture is 7:2.
Cody used 21 tbsp of blue and 6 tbsp of red, so the ratio of blue to red in Cody's purple mixture is 21:6, which can be simplified to 7:2 as well.
Since both ratios are the same, the answer is indeed D: Yes, they are equivalent.
2 answers