A stock bottle contains 2.5 L of solution. How many 2 oz bottle can be filled using the stock solution?
#1: 3000g * 1kg/1000g = 3kg
#2: 3000g * 1lb/454g = 6.6lb
#3: 2.5L * 1000ml/L * 1oz/30ml * 1bottle/2oz = 41.6 = 41 bottles
#4: 6mg * 1oz/24mg * 6tsp/oz = 1.5 tsp
#5:
cherry: 6tsp * 5ml/tsp = 30ml
lidocaine: 6 oz * 6tsp/oz * 5ml/tsp = 180ml
diblah: 200ml
total volume is thus 30+180+200 = 410ml
To find out how many 2 oz bottles can be filled using the stock solution, we need to convert the volume of the stock solution from liters to ounces and then divide it by the volume of each 2 oz bottle. Here's the step-by-step calculation:
1. Convert the volume of the stock solution from liters to ounces:
- Since 1 liter is equivalent to 33.8 ounces, we can multiply the volume of the stock solution by 33.8 to convert it into ounces.
- 2.5 L * 33.8 oz/L = 84.5 oz
2. Divide the volume of the stock solution in ounces by the volume of each 2 oz bottle:
- 84.5 oz / 2 oz/bottle = 42.25 bottles
Since you can't have a fraction of a bottle, you can fill 42 bottles completely. Therefore, the number of 2 oz bottles that can be filled using the stock solution is 42.
To determine how many 2 oz bottles can be filled using the stock solution, we need to convert the volume of the stock solution to the same units as the 2 oz bottles.
First, let's convert the volume of the stock solution from liters to ounces. Since there are 33.814 ounces in one liter, we can use this conversion factor.
2.5 L * 33.814 oz/L = 84.535 oz
Now that we have the volume of the stock solution in ounces, we can divide it by the volume of each 2 oz bottle to find the number of bottles that can be filled.
84.535 oz / 2 oz = 42.2675
Since we cannot have a fraction of a bottle, we need to round down to the nearest whole number. Therefore, you can fill 42 2 oz bottles using the stock solution.