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prohojiy [21]
2 years ago
5

The mass of 2.000 L of glacial acetic acid, given that the density of this liquid is 1.049 g/cm3

Chemistry
2 answers:
Solnce55 [7]2 years ago
7 0
17.47m hgghhjyytddvbjyed
igomit [66]2 years ago
5 0

Answer:17.47m

Explanation:

Explanation:

Molarity is defined as moles of solute per liters of solution.

c

=

n

V

Glacial acetic acid is actually anhydrous acetic acid, which implies that the acetic acid is not actually dissolved in a solvent and therefore is not ctually a solute.

However, you can still calculate its molarity based on the number of moles of you get per liter of glacial acetic acid.

To do that, start with a sample o

1.000 L

of glacial acetic acid. You know that at

25

∘

C

, glacial acetic acid has a density of

1.049 g/mL

, which tells you that every mililiter of glacial acetic acid has a mass of

1.049 g

.

This means that the mass of the sample will be

1.000

L

⋅

1000

mL

1.000

L

⋅

1.049 g

1

mL

=

1049 g

To find how many moles you get in the sample, use the given molar mass, which tells you how many grams of acetic acid you get per mole

1049

g

⋅

1 mole CH

3

COOH

60.05

g

=

17.469 moles CH

3

COOH

Now that you know the volume of the sample and how many moles it contains, you can say that

c

=

17.469 moles

1.000 L

=

17.47 M

I'll keep the number of sig figs given for the density of glacial acetic acid.

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Explanation:

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