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Transcription from cistrons of the Escherichia coli CytR regulon is activated by E. coli cAMP receptor protein (CRP) and repressed by a multiprotein complex composed of CRP and CytR. De-repression results when CytR binds cytidine. CytR is a homodimer and a LacI family member. A central question for all LacI family proteins concerns the allosteric mechanism that couples ligand binding to the protein-DNA and protein-protein interactions that regulate transcription. To explore this mechanism for CytR, we analyzed nucleoside binding in vitro and its coupling to cooperative CytR binding to operator DNA. Analysis of the thermodynamic linkage between sequential cytidine binding to dimeric CytR and cooperative binding of CytR to deoP2 indicates that de-repression results from just one of the two cytidine binding steps. To test this conclusion in vivo, CytR mutants that have wild-type repressor function but are cytidine induction-deficient (CID) were identified. Each has a substitution for Asp281 or neighboring residue. CID CytR281N was found to bind cytidine with three orders of magnitude lower affinity than wild-type CytR. Other CytR mutants that do not exhibit the CID phenotype were found to bind cytidine with affinity similar to wild-type CytR. The rate of transcription regulated by heterodimeric CytR composed of one CytR281N and one wild-type subunit was compared with that regulated by wild-type CytR under inducing conditions. The data support the conclusion that the first cytidine binding step alone is sufficient to induce.

We have investigated the question of whether the gel mobility-shift assay can provide data that are useful to the demonstration of cooperativity in the site-specific binding of proteins to DNA. Three common patterns of protein-DNA interaction were considered: (i) the cooperative binding of a protein to two sites (illustrated by the Escherichia coli Gal repressor); (ii) the cooperative binding of a bidentate protein to two sites (illustrated by the E. coli Lac repressor); and (iii) the cooperative binding of a protein to three sites (illustrated by the lambda cI repressor). A simple, rigorous, and easily extendable statistical mechanical approach to the derivation of the binding equations for the different patterns is presented. Both simulated and experimental data for each case are analyzed. The mobility-shift assay provides estimates of the macroscopic binding constants for each step of ligation based on its separation of liganded species by the number of ligands bound. Resolution of the binding constants depends on the precision with which the equilibrium distribution of liganded species is determined over the entire range of titration of each of the sites. However, the evaluation of cooperativity from the macroscopic binding constants is meaningful only for data that are also accurate. Some criteria that are useful in evaluating accuracy are introduced and illustrated. Resolution of cooperative effects is robust only for the simplest case, in which there are two identical protein binding sites. In this case, cooperative effects of up to 1,000-fold are precisely determined. For heterogeneous sites, cooperative effects of greater than 1,000-fold are resolvable, but weak cooperativity is masked by the heterogeneity. For three-site systems, only averaged pair-wise cooperative effects are resolvable.

The binding of cI-repressor to a series of mutant operators containing OR1 of the right operator of bacteriophage lambda was investigated. Sites OR2 and/or OR3 were inactivated by either point or deletion mutations. The free energy of binding repressor to OR1 in the wildtype operator, delta G1, is -13.7 +/- 0.3 kcal/mol. delta G1 determined for an OR2- operator created by a single point mutation in OR2 is -13.6 +/- 0.2 kcal/mol. In contrast, delta G1 for the binding of repressor to a cloned synthetic OR1 operator containing only 24 bp of lambda sequence is -12.2 +/- 0.1 kcal/mol. When sequence 5' to OR1 is present, the binding affinity increases to -13.0 +/- 0.1 kcal/mol. In addition, the proximity of OR1 to a fragment-end decreases delta G1 from -13.7 to -12.3 +/- 0.1 kcal/mol. These results suggest that the DNA sequence outside the 17 bp OR1 binding-site contributes to the specific binding of cI-repressor.

The hydrolysis of beta-(2-furyl)acryloyl phosphate (FAP), catalyzed by the Na+/K+-ATPase, is faster than the catalyzed hydrolysis of ATP. This is due to catalyzed hydrolysis of the pseudosubstrate by K+-dependent states of the enzyme, thus bypassing the Na+-dependent enzyme states that are required and are rate limiting in ATP hydrolysis. Unlike ATP, FAP is a positive effector of the E2 state. A study of FAP hydrolysis permits a detailed analysis of later steps in the overall ion translocation-ATP hydrolysis pathway. During the steady state of FAP hydrolysis in the presence of K+, substantial phosphoryl-enzyme is formed, as is indicated by the covalent incorporation of 32P from [32P]FAP. A comparison of the phosphoryl-enzyme yield with the rate of overall hydrolysis reveals that at 25 degrees C the phosphoryl-enzyme formed is all kinetically competent. Both the yield of phosphoryl-enzyme and the rate of overall hydrolysis of FAP are [K+] dependent. The transition E1 in equilibrium E2 is also [K+] dependent, but the rate of transition is differently affected by [K+] than are the above-mentioned two processes. Two distinct roles for K+ are indicated, as an effector of the E1-E2 equilibrium and as a "catalyst" in the hydrolysis of the E2-P. In contrast to the results at 25 degrees C, a virtually stoichiometric yield of phosphoryl-enzyme occurs at 0 degree C in the presence of Na+ and the absence of K+. At lower concentrations of K+ and in the presence of Na+, the hydrolysis of FAP at 0 degree C proceeds substantially through the E1-E2 pathway characteristic of ATP hydrolysis. The selectivity of FAP for the E2-K+-dependent pathway is due to the thermal inactivation of E1 at 25 degrees C in the absence of ATP or ATP analogues, even at high concentrations of Na+. These results emphasize the existence of multiple functional "E1" and "E2" states in the overall ATPase-ion translocation pathway.