Shawn needs 190 liters of a solution that has a concentration of 18 g/ml for the manufacture of computer parts.  Shawn has an unlimited supply of a solution with a concentration of  37 g/ml.  Using the Formula  C1*V1=C2*V2 answer the following questions.  Round answers to the nearest 10th. Use Unit Abbreviation Sheet for Units

How many liters of 37 g/ml equals the other mixture? How many liters of water must be added to this amount of the 37 g/ml solution to obtain the desired solution?  

To find the number of liters of the 37 g/ml solution that equals the other mixture, we can use the formula C1 * V1 = C2 * V2.

Let's assign the following values to the variables:
C1 = concentration of the 37 g/ml solution = 37 g/ml
V1 = volume of the 37 g/ml solution in liters (unknown)
C2 = concentration of the desired solution = 18 g/ml
V2 = volume of the desired solution = 190 liters

Using the formula C1 * V1 = C2 * V2, we can rearrange it to solve for V1:
V1 = (C2 * V2) / C1

Substituting the values we know:
V1 = (18 g/ml * 190 liters) / 37 g/ml

Calculating this expression:
V1 = 92.43 liters

So, approximately 92.4 liters of the 37 g/ml solution equals the other mixture.

To find the amount of water that must be added to this amount of the 37 g/ml solution to obtain the desired solution, we subtract the volume of the 37 g/ml solution from the desired volume.
Amount of water = V2 - V1
Amount of water = 190 liters - 92.4 liters = 97.6 liters

So, approximately 97.6 liters of water must be added to 92.4 liters of the 37 g/ml solution to obtain the desired solution.