Analysing data from pH measurements Flashcards

1
Q

the relative strength of different acids can be determined by

A

measuring the pH of equimolar aqueous solutions of the acids, at the same temperature

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2
Q

the higher the value of the pH, the ……………the acid

A

weaker

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3
Q

the relative strength of different bases can be determined by

A

measuring the pH of equimolar aqueous solutions of the bases, at the same temperature

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4
Q

the higher the value of the pH, the………………the base

A

stronger

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5
Q

the pH of NaCl is…..because

A

neutral (7.00) because the salt is made from a strong acid (HCl) and a strong base (NaOH)

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6
Q

the pH of KNO3 is…..because

A

neutral because it is a product of the strong acid HNO3 and the strong base KOH

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7
Q

an aqueous solution of CH3COONa is……………..because

A

alkaline because it is a product of the weak acid CH3COOH and the strong base NaOH

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8
Q

an aqueous solution of NH4Cl is……………..because

A

acidic because it is a product of a strong acid (HCL) and a weak base NH3

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9
Q

for strong acids, the pH increases by a factor of…………unit(s) for each 10-fold decrease in concentration

A

1 unit

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10
Q

for weak acids, the pH increases by a factor of about ………….unit(s) for each 10-fold decrease in concentration

A

0.5 units

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11
Q

the steps for the experiment whereby the Ka of benzoic acid (C6H5COOH) is found is:

A
  • weigh 0.4-0.5g of benzoic acid and then dissolve it in a small volume (50cm3) of deionised water in a beaker. you may need to warm the water as benzoic acid is not very soluble, if so allow to cool before performing next step
  • transfer solution to 250 cm3 volumetric flask. add several wask=hings from beaker then make up to mark using deionised water
  • mix the solution by inverting
  • withdraw a sample of the solution and place it in a small beaker
  • using a calibrated pH meter, measure the pH of the solution
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12
Q

0.49g of benzoic acid was used and the pH found was 3.00. was is the Ka for benzoic acid at 298K?

A

-C6H5COOH ⇌ C6H5COO- + H+
- molar mass of benzoic acid is 122 g mol-1
- 0.49g / 122 = n of C6H5COOH in 250 cm3 of solution
-so, [C6H5COOH(aq)] = (0.49/122) x 4 mol dm-3
-pH= 3.00
-so, [H+(aq)] = 10(-3.00) = [C6H5COOH]
Ka = (10(-3.00))2 / ((0.49/122)x4)
=6.22 x 10(-5) mol dm-3

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