A certain mixture calls for 6mg of amoxycillin to 15 liters of water. How many liters of water would you need for 12mg of amoxycillin?
Cross multiply and solve for x.
6/15 = 12/x
A certain mixture calls for 6 mg of amoxycillin to 15 liters of water. How many liters of water would
you need for 12 mg of amoxycillin
To find out how many liters of water would be needed for 12mg of amoxicillin, we can set up a proportion using the given information.
The proportion can be set up as follows:
6 mg amoxicillin / 15 liters water = 12 mg amoxicillin / x liters water
Using the rule of cross-multiplication, we can simplify this equation:
(6 mg amoxicillin) * (x liters water) = (15 liters water) * (12 mg amoxicillin)
Now, we can solve for x by dividing both sides of the equation by 6 mg amoxicillin:
x liters water = (15 liters water * 12 mg amoxicillin) / 6 mg amoxicillin
Now, we can compute the final answer:
x liters water = 30 liters water
Therefore, you would need 30 liters of water for 12mg of amoxicillin.