Initial Questions
What question do I want to answer?
What drug works most effectively for which bacterial infection given a measure: minimum inhibitory concentration, of the effectiveness of the antibiotic. On a secondary note, is there any correlation between low doses and pos/neg gram staining?
What problem am I trying to solve?
Low levels of a drug needed to kill something probably mean that it’s effective, so higher concentrations of the drug probably signify that it’s not effective against a bacteria.
What decisions am I trying to make?
What drug to choose when given a certain bacteria?
What outcomes am I hoping for?
An easy-to-read diagram that demonstrates both what antibiotics are best applied to each bacteria (i.e which antibiotics in the lowest concentration prevent growth in vitro). Also, a display of some sort to identify a pattern with gram staining and low doses needed to prevent growth.
What story do I want to tell?
I’m trying to demonstrate that X drug is most affective against Y bacteria because it requires such a low concentration of the drug (therefore, less resource intensive) to prevent growth. I also want to see if there’s a correlation between negative gram stains and lower doses needed to kill it.
What are my main challenges?
- The MIC Quantitative value has a massive range, from 0.001 to 870.00.
- Larger numbers aren’t good - smaller numbers are. This is counterintuitive to how we normally read graphs, and I don’t want to alter the data because I don’t know a way to normalize them to make the smaller values appear larger.
- The data isn’t positional - it isn’t multidimensional. There isn’t an easy way to make a second axis.
- There are four different variables, so I’m at risk of over plotting if I attempt to put them on the same graph.