Respuesta :
The required change 250ml into ratio of 7;3 is 35.71;83.33.
Given that,
Change 250ml into the ratio 7:3
We have to convert into ratio of 7;3.
According to the question,
Let, First ratio is x
and second ratio is y
To convert in ratio of 7
7 × First ratio = 250
[tex]7x = 250\\x = \frac{250}{7} \\x = 35.71[/tex]
And 3 times of second ratio = 250
[tex]3y = 250\\y = \frac{250}{3}\\y = 83.33[/tex]
Hence, The required change 250ml into ratio of 7;3 is 35.71;83.33.
For more information about Ratio or proportion click the link given below.
https://brainly.com/question/13114933
