If a medication bottle contains 20 doses, how many full and fractional bottles of medicine are required for 24 doses? Express answer as a fraction reduced to lowest terms.)
To determine how many full and fractional bottles of medicine are required for 24 doses when each bottle contains 20 doses, you can set up a simple division problem.
You have 24 doses that need to be administered, and each bottle contains 20 doses. To find out how many bottles you need:
1. Divide the total number of doses required (24) by the number of doses in each bottle (20):
24 ÷ 20 = 1.2
This calculation tells us that 1.2 bottles are required to meet the 24-dose requirement. However, since you cannot have a fraction of a bottle, you will need to round up to the nearest whole bottle to ensure you have enough medication.
So, you would need 2 bottles of medicine to cover 24 doses, with a fraction of the second bottle unused.
In fraction form reduced to its lowest terms, this would be represented as:
2 1/5 bottles
This means you would use two full bottles and have one-fifth (1/5) of the third bottle left unused to cover the 24 doses.
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