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Calculate the ph of a solution formed by...

Calculate the ph of a solution formed by mixing equal volumes of two solutions A and B of a strong acids having `ph=6" and "ph=4` respectively.

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To calculate the pH of a solution formed by mixing equal volumes of two strong acid solutions with pH values of 6 and 4, we can follow these steps: ### Step 1: Calculate the concentration of hydrogen ions in each solution. For solution A (pH = 6): \[ \text{pH} = -\log[\text{H}^+] \] ...
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Calculate the pH of a solution obtained by mixing equal volumes of the solutions with pH = 3 and pH = 5.

The pH scale provides a convenient way to express the acidity and basicity of dilute aqueous solution. It depends upon the degree of dissociation of acids and bases in water Ionic product of water in the product of molar concentration of H^+ And OH^- ions at equilibrium at a given temperature. At 25^@ C, K_w is 10 xx 10^(-14) . The salts of weak bases and strong acids or weak acids and strong bases also give acidic or basic solution due to hydrolysis. Calculate the pH of a solution formed by mixing equal volumes of two solutions having pH =6 and pH=5 respectively.

Knowledge Check

  • The pH of solution obtained by mixing equal volumes of two aqueous solutions of pH 5 and pH 3 of the same substance is

    A
    3.5
    B
    4
    C
    3.3
    D
    4.5

  • The pH of a solution obtained by mixing equal volume of solutions having pH = 3 and pH = 4. [log 5, 5 = 0.74]

    A
    3.42
    B
    3.6
    C
    `4.0`
    D
    3.26

  • The pH of solution on mixing equal volume of solution having pH =3 and pH =4. [log 5.5 =0.7404)

    A
    3.38
    B
    3.5
    C
    3.26
    D
    4

    • Similar Questions

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    The pH of a solution obtained by mixing equal volume of solutions having pH=3 and pH=4 [log 5.5=0.7404]

    Calculate the pH of 10^(-8) M acid solution.

    The pH of a solution obtained by mixing equal volume of solution having pH = 3 and pH = 4. [log5.5=0.7404]

    pH of a solution is obtained by mixing equal volume of two solutions of pH 2 and 3 , is approximately equal to (log55=1.74)

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