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The pH of blood stream is maintained by ...

The pH of blood stream is maintained by a proper balance of `H_(2)CO_(3)` and `NaHCO_(3)` concentrations. What volume of 5 M `NaHCO_(3)` solution, shnould be mixed with 10 mL sample of blood, which is 2 M in `H_(2)CO_(3)` in order to maintain a pH of `7.4 (K_(a)for H_(2)CO_(3)`in blood =`7.8xx10^(-7)) `

A

40 mL

B

38 mL

C

50 mL

D

79 mL

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The correct Answer is:
D
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The pH of blood stream is maintained by a proper balance of H_(2)CO_(3) and NaHCO_(3) concentration. What volume of 5M concentration. NaHCO_(3) solution should be mixed with 10 ml sample of blood which is 2 M in H_(2)CO_(3) in order to maintain a pH of 7.4(K_(a)" for "H_(2)CO_(3)" in blood is "4.0xx10^(-7)) ?

The pH of blood is maintained by the balance between H_(2)CO_(3) and NaHCO_(3) . If the amount of CO_(2) in the blood is increased, how will it effect the pH of blood ?

What is the common name of (a) NaHCO_(3) and (b) Na_(2)CO_(3).10H_(2)O ?

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  • The pH of blood stream is maintained by a proper balance of H_(2)CO_(3) and NaHCO_(3) concentration. What volume of 5M concentration. NaHCO_(3) solution should be mixed with 10 ml sample of blood which is 2 M in H_(2)CO_(3) in order to maintain a pH of 7.4(K_(a)" for "H_(2)CO_(3)" in blood is "4.0xx10^(-7)) ?

    A
    40 ml
    B
    35 ml
    C
    25 ml
    D
    38 ml

  • The pH of blood stream is maintained by a proper balance of H_(2)CO_(3) and NaHCO_(3) concentration. What volume of 5 M NaHCO_(3) solution should be mixed with a 10 mL sample of blood which is 2 M in H_(2)CO_(3) in order to maintain its pH ? [pk_(a)" for "H_(2)CO_(3)=6.1][10^(1.3)=19.9]

    A
    40 mL
    B
    38 mL
    C
    50 mL
    D
    79 mL

  • The pH of blood stream is maintained by a proper balance of H_2 CO_3 and NaHCO_3 concentrations. What volume of 5 M NaHCO_3 solution should be mixed with a 10 mL sample of blood which is 2 Min H_2 CO_3 , in order to maintain a pH of 7.4? K_a for H_2 CO_3 in blood is 7.8 xx 10^(-7)

    A
    `50.20 mL`
    B
    `62.42 mL`
    C
    `78.37 mL`
    D
    `52.41 mL`
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