NEET Botany Biology Biomolecules MCQs

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    NEET Questions / Botany / Biology Biomolecules

    36.

    A mutation in a tRNA molecule alters its anticodon sequence from 3'-AUC-5' to 3'-AUA-5'. Assuming the wobble hypothesis applies, which of the following changes in protein synthesis is MOST likely to occur?

    A

    Protein synthesis will be terminated prematurely.

    B

    A different amino acid will be incorporated at the corresponding codon.

    C

    The mutant tRNA might recognize a different codon but still incorporate the same amino acid.

    D

    The mutation will have no effect on protein synthesis.

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    38.

    Which statement BEST describes the effect of a non-competitive inhibitor on an enzyme?

    A

    It decreases the VmaxV_{max} without changing the KmK_m.

    B

    It increases the KmK_m without changing the VmaxV_{max}.

    C

    It decreases both the KmK_m and the VmaxV_{max}.

    D

    It increases both the KmK_m and the VmaxV_{max}.

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    39.

    An enzyme exhibiting positive cooperativity shows a sigmoidal kinetic curve. Which statement is FALSE regarding this type of enzyme?

    A

    The binding of the first substrate molecule decreases the enzyme's affinity for subsequent substrate molecules.

    B

    The enzyme likely has multiple subunits.

    C

    The Hill coefficient is greater than 1.

    D

    The enzyme's activity is more sensitive to substrate concentration changes compared to enzymes with Michaelis-Menten kinetics.

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    40.

    Enzyme X catalyzes the conversion of A to B. An uncompetitive inhibitor binds only to the enzyme-substrate complex. Which equation correctly represents the relationship between VmaxV_{max} and VmaxappV_{max}^{app} (apparent VmaxV_{max}) in the presence of the uncompetitive inhibitor?

    A

    Vmaxapp=Vmax1+[I]KiV_{max}^{app} = \frac{V_{max}}{1 + \frac{[I]}{K_i}}

    B

    Vmaxapp=Vmax(1+[I]Ki)V_{max}^{app} = V_{max}(1 + \frac{[I]}{K_i})

    C

    Vmaxapp=VmaxV_{max}^{app} = V_{max}

    D

    Vmaxapp=VmaxKiV_{max}^{app} = \frac{V_{max}}{K_i}

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