I am hypothesizing that the number and length of projections of Creeping juniper will vary based on their distance from a man-made staircase at Cranberry Flats, Saskatoon. Specifically, along the South-East side of the stair case, where creeping juniper runs immediately perpendicular to the stairs, there will be fewer and shorter projections of Creeping juniper compared to the NW side where the Creeping juniper sits at least a meter from the stair case.
Implementation of my sampling strategy went fairly well. I chose to sample 10 random sites of Creeping juniper on either side of the stair case at Cranberry Flats. At each site I counted and measured the number of projections extending from the main plant body in a 1m span. I intended to randomly measure the length of three of the projections in each 1m span; however, in all cases, there were no more than two projections, at times even zero.
I used a random number generator to determine which projections I would measure at each site. As stated above, I was not able to implement this randomization in the first five replicates. However, to counter this issue in the remaining replicates, if there are 4 projections in the 1m span and I am supposed to measure projections 1, 2 and 5, I will adjust my procedure and measure projections 1, 2, and 4 in order to maximize observations. This will increase the amount of data I have at each replicate site. Although I will still only have ten data points per side of the staircase (mean length of projections), if I am able to measure three instead of two projections, my data will be more representative of what is found in the environment.