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Chemistry, 16.12.2020 20:30 Casmereee

An arithmetic series is given by(k+1)+(2k+3)+(3k+5) +303 a)find the number of terms in the series in terms of k b)show that sum of the series is given by(152+46208)/k+2

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Achemist at a pharmaceutical company is measuring equilibrium constants for reactions in which drug candidate molecules bind to a protein involved in cancer. the drug molecules bind the protein in a 1: 1 ratio to form a drug-protein complex. the protein concentration in aqueous solution at 25 Ëšc is 1.74 x10-6 m . drug a is introduced into the protein solution at an initial concentration of 2.00 x10-6m. drug b is introduced into a separate, identical protein solution at an initial concentration of 2.00 x10-6m. at equilibrium, the drug a-protein solution has an a-protein complex concentration of 1.00 x10-6m, and the drug b solution has a b-protein complex concentration of 1.40 x10-6m.a. calculate the kc value for the a-protein binding reaction.b. calculate the kc value for the b-protein binding reaction.c. assuming that the drug that binds more strongly will be more effective, which drug is the better choice for further research?
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An arithmetic series is given by(k+1)+(2k+3)+(3k+5) +303 a)find the number of terms in the series in...
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