# SOLUTION: A person's blood has a pH of 7.408 and a bicarbonate concentration of 26.4. Approximate the concentration of carbonic acid in the person's blood. We were given this formula: pH=

Algebra ->  Algebra  -> Exponential-and-logarithmic-functions -> SOLUTION: A person's blood has a pH of 7.408 and a bicarbonate concentration of 26.4. Approximate the concentration of carbonic acid in the person's blood. We were given this formula: pH=      Log On

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 Click here to see ALL problems on Exponential-and-logarithmic-functions Question 30715: A person's blood has a pH of 7.408 and a bicarbonate concentration of 26.4. Approximate the concentration of carbonic acid in the person's blood. We were given this formula: pH= 6.1 + log10(x/y) where x is the concentration of bicarbonate and y is the concentration of carbonic acid.Answer by Nate(3500)   (Show Source): You can put this solution on YOUR website!First, we have to shape the equation for y: pH= 6.1 + log10(x/y) pH - 6.1 = log10(x/y) (pH - 6.1)/log10 = x/y ((pH - 6.1)/log10)y = x y = (x)/((pH - 6.1)/log10) Now, lets plug in the numbers: y = (x)/((pH - 6.1)/log10) y = (26.4)/((7.408 - 6.1)/(log10)) y = (26.4) / (1.308) y = (26400) / (1308)