Answer: B
Correct answer: Allosteric enzyme do not obey double-reciprocal plot
Three of the statements hold. Effectors and modifiers are used interchangeably for a molecule that binds an enzyme at a regulatory site and changes its activity, positively or negatively. Lactate dehydrogenase exists in five forms, built from two kinds of subunit, H and M, in a tetramer - H4, H3M, H2M2, HM3 and M4 - whose relative abundance differs between heart and skeletal muscle and is used diagnostically. Phosphorylation is the classic covalent modification: a kinase attaches a phosphate group to a serine, threonine or tyrosine residue and a phosphatase removes it, switching activity on or off through an actual change in the enzyme’s chemistry rather than a reversible binding.
The statement about allosteric enzymes is the one that fails, and the reason is worth being precise about. An allosteric enzyme does not follow Michaelis–Menten kinetics: because the subunits cooperate, its velocity against substrate concentration traces a sigmoidal curve rather than a hyperbola. A double-reciprocal plot of \( 1/v \) against \( 1/[S] \) can still be drawn from the same data - the transformation applies to any pair of measurements - but the result is a curve rather than the straight line the Lineweaver–Burk method assumes, so \( K_m \) and \( V_{max} \) cannot be read off its intercepts. Allosteric enzymes are described instead by the Hill equation, whose coefficient measures the degree of cooperativity.