By Frank H. Stephenson
Calculations in Molecular Biology and Biotechnology, 3rd Edition, is helping researchers using molecular biology and biotechnology techniques―from pupil to professional―understand which kind of calculation to take advantage of and why. learn in biotechnology and molecular biology calls for an enormous quantity of calculations. result of one information set develop into the root of the subsequent. An blunders of selecting the inaccurate form of equation can flip what might were a profitable examine undertaking or weeks of work and study right into a veritable apartment of playing cards. it may be the way you calculated the medium within which you attempt your pattern to calculating how lengthy it takes a pattern to develop to calculating the synthesis of a number of variables.
In one effortless to exploit reference, Stephenson reports the maths and records concerning the daily features of biotechnology and molecular biology labs, that is a sticking aspect for plenty of scholars, technicians, and researchers. The e-book covers all the simple mathematical and statistical wishes for college students and pros, offering them with a great tool for his or her work.
- Features finished calculations in biotechnology and molecular biology experiments from begin to finish
- Provides assurance starting from easy medical notations to advanced matters like nucleic acid chemistry and recombinant DNA technology
- Includes contemporary purposes of the approaches and computations in medical, educational, commercial, and uncomplicated learn laboratories mentioned through the text
- Features new assurance of electronic PCR and protein quantification together with chromatography and radiolabelling of proteins
- Includes extra pattern difficulties in each bankruptcy for readers to perform concepts
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Additional resources for Calculations for Molecular Biology and Biotechnology
12. 12 Semilog plot of cell concentration versus OD550 for sample data.
It is acidic. 5 Â 10À4 M. What is the solution’s pH? 18 The product rule for logarithms states that for any positive numbers M, N, and a (where a is not equal to 1), the logarithm of a product is the sum of the logarithms of the factors: loga MN ¼ loga M þ loga N Since we are working in base 10, a is equal to 10. The product rule of logarithms will be used to solve this problem. 6. 5 Â 10À4 on a calculator. 75. What is the concentration of hydrogen ion in the solution? 19 To calculate the hydrogen ion concentration in this problem, it will require that we determine the antilog of the pH.
4. 4). 1 Logarithms An exponent is a number written as a superscript of another number, called the base, to indicate the power to which the base is to be raised. A logarithm (log) is an exponent. Most mathematics in molecular biology and in most basic sciences are performed using base 10, the decimal system for naming numbers (from 0 to 9) at positions around the decimal point. Since this is the “commonly used” system, logarithms of base10 numbers are called common logarithms, and, unless speciﬁed otherwise, the base for a logarithm is assumed to be 10.
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