#### 5A research scientist is testing the concentration of a protein solution. She dilutes 50 mL of a 0.8 M solution with 150 mL of buffer. What is the final concentration of the protein in moles per liter?

#### 5A research scientist is testing the concentration of a protein solution. She dilutes 50 mL of a 0.8 M solution with 150 mL of buffer. What is the final concentration of the protein in moles per liter?

["Understanding Dilution: A Research Scientist’s Approach to Protein Concentration", "In laboratory research, accurate dilution of protein solutions is a fundamental practice to ensure precise experimental results. A key example involves diluting a concentrated protein stock solution, a procedure frequently performed by research scientists working in biochemistry or molecular biology.", "### The Dilution Calculation: A Step-by-Step Breakdown", "A research scientist testing protein concentration begins with a stock solution of 50 mL containing 0.8 M protein. To achieve a diluted solution suitable for downstream applications—such as assays, gels, or spectroscopic analysis—the scientist dilutes the sample by adding 150 mL of buffer. The total volume after dilution becomes:", "[\nV_{\ ext{final}} = 50,\ ext{mL} + 150,\ ext{mL} = 200,\ ext{mL} = 0.200,\ ext{L}\n]", "Using the dilution formula:", "[\nC_1 \ imes V_1 = C_2 \ imes V_2\n]", "Where:\n- (C_1 = 0.8,\ ext{M}) (initial concentration)\n- (V_1 = 50,\ ext{mL} = 0.050,\ ext{L})\n- (V_2 = 200,\ ext{mL} = 0.200,\ ext{L})\n- (C_2) is the final concentration to be calculated", "Substitute values:", "[\n0.8,\ ext{M} \ imes 0.050,\ ext{L} = C_2 \ imes 0.200,\ ext{L}\n]", "Solving for (C_2):", "[\nC_2 = \frac{0.8 \ imes 0.050}{0.200} = \frac{0.04}{0.200} = 0.2,\ ext{M}\n]", "### Final Answer", "The final concentration of the protein solution after dilution is 0.2 M (moles per liter).", "### Why This Matters", "Accurate dilution is essential in protein research to maintain physiological relevance, prevent nonspecific binding, and ensure reproducibility. By carefully calculating concentration changes—like this 0.8 M to 0.2 M dilution—scientists achieve precise control over experimental conditions.", "Understanding dilution principles is not only crucial for lab safety but also for publishing reliable data in peer-reviewed studies. Proper technique supports everything from protein purification to enzyme kinetics and binding assays.", "Mastering dilution calculations empowers researchers to handle solutions confidently and maintain the integrity of scientific workflows.", "---", "Keywords: dilution calculation, protein concentration, molecular biology lab, research scientist, concentration dilution, molarity, buffer dilution, pharmacology lab techniques"]

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