how many ml of propyl alcohol are required to make a 9.17% (v/v) aqueous solution in a 250. ml volumetric flask?

Respuesta :

2,726.28 mL solution of propyl alcohol is required to make a 9.17% (v/v) aqueous solution in a 250. ml.

A solution's volume-by-volume percent concentration,

9.17% v/v is a measure of how many milliliters of solute it contains in 100 mL of solution.

In this case,  

9.17% v/v solution will contain -

9.17 mL of solute for every 100 mL of solution.

This means that in order to have propyl alcohol required to make a 9.17% (v/v) aqueous solution in 250 ml  of solute, you need to have

250 mL solute× 100 mL solution/ 9.17mL solute

=2,726.28 mL solution.

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