Azole represents an important structural motif commonly present in pharmaceuticals, organic dyes, and natural products. During the past decade, elaboration of azoles and particularly 1,3-azoles has largely focused on C-C functionalization. 1 Traditional transitionmetal-mediated cross-coupling approaches have been particularly effective, allowing for regioselective arylation. 2 Despite this success, the availability of the azole coupling partner as either haloazole or metalated azole remains a scope-limiting factor. Direct arylation has emerged as an alternative method that does not require prefunctionalization, 3 and a wide variety of substrates including oxazoles, 3,4 thiazoles, 3,5,6 imidazoles, 3,5,7 indoles, 8-12 pyrroles, 8 indolizines, 13 imidazo[1,2-a]pyrimidines, 6,14 and imidazo[1,2-b]-[1,2,4]triazines 15 can be arylated using Pd catalysis. Although mechanistic details are sketchy, the direct Pd-catalyzed arylation is currently believed to involve electrophilic palladation of the azole ring. 3,7,10,13 Herein we present a line of mechanistic evidence supporting the involvement of a ring-opening mechanism in the Pd-catalyzed direct arylation of benzoxazoles.Recently, we have reported that electron-poor oxazolo[4,5-b]pyridine can be arylated at room temperature, in contrast to the strenuous reaction conditions typically required by the conventional electron-richer azoles. 16 To investigate the viability of nonelectrophilic pathways in the direct arylation, we performed a set of kinetic experiments on a series of 5-substituted benzoxazoles.Hammett studies offer the opportunity to probe the electronic demand of Pd-catalyzed arylation by introducing substituents at the C-5 position of the benzoxazole ring. The studies were performed under standard conditions (2.5 mol % of Pd(OAc) 2 /PPh 3 , Cs 2 CO 3 , 100 °C, DMF) using 20 equiv of PhI.Recognizing that the concentration of Cs 2 CO 3 is quasi-constant due to its limited solubility in DMF, and assuming constant concentrations of PhI and the catalyst, one can write the pseudofirst-order approximation to the rate law as