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2 parts
b

0.101 M0.101 \text{ M}

c

3.69 g/dm33.69 \text{ g/dm}^3

Step-by-step solution

4 steps

Here is the solution to your chemistry practical problem.

a) To find the average volume of acid used, we identify the concordant readings (those within ±0.10 cm3\pm 0.10 \text{ cm}^3 of each other). In this case, all three readings (24.80, 24.70, 24.70) are concordant.

Step 1: Calculate the average volume of acid used.

Average volume of acid=24.80 cm3+24.70 cm3+24.70 cm33\text{Average volume of acid} = \frac{24.80 \text{ cm}^3 + 24.70 \text{ cm}^3 + 24.70 \text{ cm}^3}{3} Average volume of acid=74.20 cm33\text{Average volume of acid} = \frac{74.20 \text{ cm}^3}{3} Average volume of acid=24.73 cm3\text{Average volume of acid} = \boxed{24.73 \text{ cm}^3}

Part b· 1 step

To calculate the concentration of the acid, we use the titration formula. We assume the acid is monoprotic (e.g., HCl) and reacts with sodium hydroxide in a 1:1 molar ratio.

  1. Calculate the concentration of the acid.

    Given:
    Volume of base (VbV_b) = 25.0 cm325.0 \text{ cm}^3
    Concentration of base (CbC_b) = 0.10 M0.10 \text{ M}
    Average volume of acid (VaV_a) = 24.73 cm324.73 \text{ cm}^3 (from part a)

    Using the formula CaVa=CbVbC_a V_a = C_b V_b:

    Ca=CbVbVaC_a = \frac{C_b V_b}{V_a} Ca=0.10 M×25.0 cm324.73 cm3C_a = \frac{0.10 \text{ M} \times 25.0 \text{ cm}^3}{24.73 \text{ cm}^3} Ca=2.5024.73 MC_a = \frac{2.50}{24.73} \text{ M} Ca=0.101 MC_a = \boxed{0.101 \text{ M}}

Part c

3.69 g/dm33.69 \text{ g/dm}^3

To find the concentration of the acid in g/dm3^3, we multiply its molar concentration by its molar mass. We will assume the acid is hydrochloric acid (HCl) for this calculation.

  1. Calculate the concentration of the acid in g/dm3^3.

    Molar mass of HCl = 1.008 (H)+35.453 (Cl)=36.461 g/mol1.008 \text{ (H)} + 35.453 \text{ (Cl)} = 36.461 \text{ g/mol}
    Concentration in g/dm3^3 = Molar concentration ×\times Molar mass

    Concentration (g/dm3)=0.10109 mol/dm3×36.461 g/mol\text{Concentration (g/dm}^3) = 0.10109 \text{ mol/dm}^3 \times 36.461 \text{ g/mol} Concentration (g/dm3)=3.69 g/dm3\text{Concentration (g/dm}^3) = \boxed{3.69 \text{ g/dm}^3}

Part d· 1 step

For a strong acid-strong base titration, a suitable indicator is one that changes color around the neutral pH.

  1. Name a suitable indicator.

    A suitable indicator for this titration is phenolphthalein.

Part e· 1 step

The color of phenolphthalein at the endpoint of a strong acid-strong base titration is a very faint pink.

  1. State the color of the indicator at the end point.

    The color of phenolphthalein at the end point is faint pink.

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