Respuesta :
There are 5 milliliters of compound A for every 7 milliliters of compound B.
So the ration between compound A and B will be:
A:B = 5:7
Total amount of drug = 684
Therefore, the amount of drug A needed will be:
[tex] \frac{5}{5+7}*684 \\ \\ = \frac{5}{12}*684 \\ \\ =285[/tex]
Therefore, out of 684 milliliters 285 would be the compound A and the rest would be compound B
So the ration between compound A and B will be:
A:B = 5:7
Total amount of drug = 684
Therefore, the amount of drug A needed will be:
[tex] \frac{5}{5+7}*684 \\ \\ = \frac{5}{12}*684 \\ \\ =285[/tex]
Therefore, out of 684 milliliters 285 would be the compound A and the rest would be compound B
A/B = 5/7
Where 5 mm of A per 7mm of B. That should be the equation.
Given that the total mm is 684
A + B = 684
A = 5/7 * B
5/7 B + B = 684
B=400
A = 5/7 * 400 = 285mm
A = 285mm
Where 5 mm of A per 7mm of B. That should be the equation.
Given that the total mm is 684
A + B = 684
A = 5/7 * B
5/7 B + B = 684
B=400
A = 5/7 * 400 = 285mm
A = 285mm