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Fudgin [204]
3 years ago
5

When adding or subtracting deelmals, how many digits should the answer contain?

Chemistry
1 answer:
Alexus [3.1K]3 years ago
5 0

Answer:

Depends, but in most cases, 2.

It's best to use as many digits as possible to keep it accurate.

Explanation:

This varies between teachers, as most schools go with 2 decimal places.

This is something that depends in your situation.

You technically want as many decimals as possible to keep it as accurate, but most people stick with 2.

I personally do 3, and commonly do 5 sometimes.

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You are asked to prepare 500 mL 0.200 M acetate buffer at pH 5.00 using only pure acetic acid ( MW=60.05 g/mol, pKa=4.76), 3.00
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Answer:

You need to weight 6,005 g of acetic acid

Explanation:

Using Henderson-Hasselbalch formula you will obtain:

5,00 = 4,76 +log₁₀ \frac{[Ac^-]}{[Acac]}

<em>Where Ac⁻ is the salt of acetic acid (Acac).</em>

Solving:

1,738 = \frac{[Ac^-]}{[Acac]} <em>(1)</em>

Also, yo know that:

0,200 M = [Ac⁻] + [Acac] <em>(2)</em>

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The moles of each compound are:

Acac = 0,0730 M × 0,500 L = <em>0,0365 mol</em>

Ac⁻ = 0,127 M × 0,500 L = <em>0,0635 mol</em>

To prepare these moles it is necessary to use:

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The initial moles of Acac must be:

0,0365 moles + 0,0635 moles = 0,100 moles

<em>To obtain 0,0635 moles of Ac⁻ you need to take this quantity of NaOH moles.</em>

Thus, to obtain a acetate buffer of 5,00 you need to add 0,100 moles of acetic acid and 0,0635 moles of NaOH because This NaOH will react with acetic acid producing 0,0635 moles of Ac⁻ and surplus 0,0365 moles of acetic acid.

Now, to obtain 0,100 moles of acetic acid from pure acetic acid:

0,100 moles × \frac{60,05 g}{1 mol} = <em>6,005 g</em>

<em>You need to weight 6,005 g of acetic acid</em>

I hope it helps!

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