Respuesta :
Let 8 milliliters of compound A and 5 milliliters of compound B be a mixture.
We can then find how many mixture is needed for 845 milliliters of the drug by dividing it by (8+5=13):
845 ÷ 13
=65
As 65 mixture is used and each mixture include 5 milliliters of compound B, we can find the amount of compound B by multiplying 65 by 5
65 x 5
=325 milliliters
Therefore the answer is 325 milliliters.
Hope it helps!
The comparison of two compounds (say A and B) implies that compounds are represented as a ratio of the amount of one compound to the other. The amount of compound B needed for the drug is 325mL.
Given the following ratio
[tex]A : B =8 : 5[/tex]
[tex]Mixture = 845mL[/tex]
To calculate the amount of compound B needed, we make use of the following formula:
[tex]B =\frac{B\ Ratio}{A\ Ratio + B\ Ratio} * Mixture[/tex]
This gives
[tex]B =\frac{5}{8+5} * 845mL[/tex]
[tex]B =\frac{5}{13} * 845mL[/tex]
[tex]B =5*65mL[/tex]
[tex]B =325mL[/tex]
Hence, the amount of compound B needed for the drug is 325mL.
Read more about proportions at:
https://brainly.com/question/21969271