Research Lab Quiz
Experimental designs, scientific controls, statistics, growth measurement, and laboratory documentation.
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Research Microbiology Lab Quiz: Experimental Design, Scientific Controls, Statistics, and Lab Documentation
There is a particular kind of thinking that separates a good researcher from someone who simply runs experiments. It is not just knowing which techniques to use. It is knowing why each step of the experimental process is structured the way it is, what could go wrong and how to design around it, and how to interpret results honestly when they do not come out the way you expected.
This quiz is designed for undergraduate and graduate research students, early-career laboratory scientists, and lab technicians who want to test their understanding of research microbiology practice. The questions cover experimental design and hypothesis formulation, the use of appropriate scientific controls, the most common methods for measuring microbial growth, basic statistical approaches used in microbiology research, and the documentation standards that make scientific work reproducible and trustworthy.
Research microbiology is different from clinical and industrial microbiology not because the organisms are different, but because the questions being asked are different. In a clinical lab, you are identifying what is there and what it is susceptible to. In a research lab, you are asking why and how. This quiz tests both the practical skills and the scientific reasoning that good research demands.
Core Topics
Experimental Design and Hypothesis Formulation
A well-designed experiment is built around a clear, testable hypothesis: a specific, falsifiable statement that predicts a relationship between variables. The hypothesis drives every decision about how the experiment is set up, what is measured, and how results are interpreted. Vague or untestable hypotheses produce experiments that cannot give definitive answers regardless of what the results show.
Every experiment has an independent variable (the thing the researcher deliberately changes), a dependent variable (the outcome being measured), and confounding variables (other factors that could affect the dependent variable and need to be controlled for). A confounding variable that is not properly controlled for can make it impossible to draw valid conclusions. If you change two things at once in an experiment, you cannot determine which one caused the observed effect.
Replication is fundamental. A single experiment that gives an interesting result is a preliminary observation. Only when an experiment has been repeated multiple times under the same conditions, producing consistent results, does it rise to the level of evidence. Biological replicates (independent repetitions of the experiment using biologically separate samples) and technical replicates (repeated measurements of the same sample) serve different purposes and both matter.
Types of Scientific Controls
Controls are the backbone of rigorous experimental design. A positive control is a sample that should produce a known positive result under the experimental conditions, confirming that the experiment is working as expected. If the positive control fails, the experiment is invalid regardless of what the test samples show. A negative control is a sample that should produce no result, confirming that any positive result seen in test samples is due to the variable being tested and not background contamination or a non-specific reaction. An internal control is built into each individual sample rather than running as a separate experimental condition. It confirms that the experimental process worked correctly for each specific sample.
In a PCR experiment, for example, a positive control (a sample known to contain the target DNA) confirms the assay can detect the target. A negative control (a sample with no template DNA, often called a no-template control or NTC) confirms there is no contamination of reagents. A positive signal in the NTC is a serious problem that invalidates the results.
Growth Measurement Techniques
Measuring how a microbial population changes over time is central to most research in microbiology. The most commonly used method is optical density measurement at 600 nanometres (OD600). A spectrophotometer measures how much light at 600 nm is absorbed by a bacterial suspension. As the population grows and the suspension becomes cloudier, absorbance increases. OD600 is rapid, non-destructive, and can be read continuously during a growth experiment using a plate reader. However, it measures total optical density, not viability: dead cells contribute to OD600 just as live cells do.
CFU (colony forming unit) counting involves serially diluting a culture and plating an aliquot onto agar. After incubation, colonies are counted and the result is back-calculated to give CFU/mL in the original culture. This method only counts viable cells capable of forming colonies. It is the gold standard for measuring viable cell numbers but is more labour-intensive and gives a result that is 24 to 48 hours behind real time.
Flow cytometry allows individual cells to be counted and characterised based on their fluorescence and light-scattering properties. In research microbiology, it can distinguish live from dead cells, measure cell size distributions, and identify specific populations within a complex community.
Statistical Analysis for Microbiology Data
Statistics in microbiology research are not just a formality at the end of an experiment. They are built into the experimental design from the start. Sample size (the number of biological replicates) needs to be large enough to give adequate statistical power, meaning a reasonable chance of detecting a true effect if one exists. The most common mistake in laboratory research is performing experiments with too few replicates to draw meaningful conclusions.
The t-test compares the means of two groups and determines whether any difference between them is likely to be real or could have arisen by chance. ANOVA (analysis of variance) compares means across three or more groups. When data are not normally distributed or sample sizes are very small, non-parametric equivalents (Mann-Whitney U test, Kruskal-Wallis test) are used instead. The p-value describes the probability of observing results at least as extreme as those obtained if the null hypothesis were true. A p-value below 0.05 is conventionally taken as indicating statistical significance, meaning the result is unlikely to have arisen by chance. However, p-values tell you nothing about the size or practical importance of the effect, which is why effect sizes and confidence intervals are also important to report.
Laboratory Notebook and Documentation Standards
Good Laboratory Practice (GLP) principles require that all laboratory work is documented in a way that is contemporaneous (recorded at the time, not reconstructed later), attributable (clearly linked to the person who performed the work), legible, and complete. A laboratory notebook is not a summary of experiments that worked. It is a complete record of everything that was done, including failed experiments, unexpected observations, and deviations from the planned protocol.
In an increasingly digital research environment, electronic laboratory notebooks (ELNs) are widely used. They provide audit trails, time stamps, and easier searchability than paper notebooks. In regulated research environments, the integrity of the documentation record is itself subject to audit.
Growth Measurement Methods Compared
Understanding when to use which growth measurement technique is a practical skill every research microbiologist needs. OD600 is best for real-time monitoring of liquid cultures during growth experiments when speed matters and viability is not the primary concern. CFU counting is best when you need an accurate measure of viable cell numbers, for example when determining the efficacy of an antimicrobial treatment. Flow cytometry is best when you need to distinguish different populations within a mixed culture or characterise individual cell properties. Dry weight measurement is used in larger-scale cultures (bioreactors) where biomass amounts are sufficient. Turbidity is similar to OD600 but less precise, used for rough assessments rather than quantitative comparisons.
Each method has different sensitivity, precision, and practical requirements. The best experiments combine more than one method to cross-validate findings.
Frequently Asked Questions
What is a positive control in microbiology?
A positive control is a sample that should give a known positive result under the experimental conditions used. It confirms that the experimental system is working as expected. If the positive control fails, the whole experiment is invalid and must be repeated. Positive controls are essential in PCR assays, ELISA, antimicrobial susceptibility testing, and sterility testing.
What is OD600 used for?
OD600 is a measure of optical density at 600 nanometres, used to estimate the concentration of bacteria in a liquid culture by measuring how much light the suspension absorbs. As bacterial density increases, more light is absorbed and OD600 increases. It is used to track bacterial growth in real time, to standardise inocula for experiments, and to construct growth curves. It measures all particles including dead cells, so it is not a direct measure of viability.
What is the difference between a hypothesis and a prediction?
A hypothesis is a proposed explanation for an observed phenomenon, stated as a general relationship between variables. A prediction is a specific, testable statement derived from the hypothesis that describes what you expect to observe in a particular experiment. The hypothesis might be: “Temperature affects E. coli growth rate.” The prediction would be: “E. coli cultured at 37 degrees Celsius will reach stationary phase faster than E. coli cultured at 25 degrees Celsius in the same growth medium.”
How do you calculate CFU/mL?
CFU/mL is calculated by counting the colonies on a plate that falls within the countable range (typically 30 to 300 colonies), then multiplying by the dilution factor used for that plate, then dividing by the volume plated in mL. For example: 150 colonies counted on a plate inoculated with 0.1 mL of a 10^-4 dilution gives CFU/mL of 150 divided by 0.1 times 10^4, which equals 1.5 times 10^7 CFU/mL.
What is a confounding variable?
A confounding variable is a factor other than the independent variable being tested that could affect the dependent variable being measured. If not controlled for, confounding variables make it impossible to determine whether the observed effect was caused by the intended experimental variable or by something else. Good experimental design identifies and controls potential confounders through randomisation, standardisation of conditions, and appropriate use of controls.
What statistical tests are commonly used in microbiology research?
The most commonly used tests are the Student’s t-test (comparing two group means), one-way ANOVA (comparing three or more group means with one independent variable), two-way ANOVA (when there are two independent variables), and non-parametric equivalents such as the Mann-Whitney U test and Kruskal-Wallis test for data that do not meet parametric assumptions. For survival data, the log-rank test is used. For correlation between two variables, Pearson or Spearman correlation coefficients are used.
What should a laboratory notebook contain?
A laboratory notebook should contain a complete record of every experiment performed, including the date and name of the researcher, the experimental objective, the materials and reagents used with lot numbers and concentrations, the exact procedure followed, all raw data including measurements, observations, and instrument readings, any deviations from the planned protocol, calculations, results, and initial interpretations or observations. It should be written contemporaneously (at the time, not reconstructed later) and should be signed and dated.
What is the difference between accuracy and precision?
Accuracy describes how close a measurement is to the true value. Precision describes how reproducible a measurement is across repeated measurements. It is possible to be highly precise (getting the same result every time) but inaccurate (if the method has a systematic bias). It is also possible to be accurate on average but imprecise (if individual measurements are scattered around the true value). Good analytical methods aim to be both accurate and precise.
What is a standard curve and how is it used?
A standard curve is a graph generated by measuring the response of an assay to a series of known concentrations of the analyte being measured. The curve allows unknown sample concentrations to be interpolated from their measured response values. Standard curves are used in ELISA (to quantify antigen or antibody concentrations), in qPCR (to convert cycle threshold values to copy numbers), and in CFU-based assays (to convert OD600 readings to approximate cell numbers under defined conditions).
What is a p-value and what does it mean for your results?
A p-value is the probability of obtaining results at least as extreme as those observed if the null hypothesis were true and there were no real effect. A p-value of 0.05 means there is a 5 per cent probability that the observed result would occur by chance alone if the null hypothesis were true. Conventionally, a p-value below 0.05 is considered statistically significant. However, a p-value does not tell you how large or practically important an effect is, only how unlikely it would be to observe it by chance. It should always be reported alongside effect sizes and confidence intervals.