Skip to main content
. 2021 Jul 8;6(3):e28309. doi: 10.2196/28309

Table 3.

Comparison of recruitment methods.

Recruitment metric Recruitment method

News feed Clinic Snowball sampling Other methods
Days of action, n 20 27 48 271
Direct incremental marketing costs

Money spent, US $ 328.85 672.40 0.00 0.00

Impressions, n 28,274 40 N/Aa N/A

Cost per impression, US $ 0.012 16.81 0.00 0.00

Unique viewers, n 11,738 40 N/A N/A

Cost per unique viewer attracted, US $ 0.028 16.81 0.00 0.00

Inquirersb, n (% of unique viewers) 274 (2.3) 32 (80.0)c 13d 7d

Cost per inquirer attracted, US $ 1.20 21.01 0.00 0.00

Completers of webform, n (% of inquirers) 32 (11.7) N/A N/A N/A

Responsive volunteerse, n (% of inquirers) 20 (7.3) 20 (62.5)c 12 (92.3)f,g 5 (71.4)

Cost per responsive volunteer attracted, US $ 16.44 33.62 0.00 0.00

Eligible volunteersh, n (% of responsive volunteers) 8 (40.0) 2 (10.0)i 8 (66.7)g 2 (40.0)

Cost per eligible volunteer attracted, US $ 41.11 336.20 0.00 0.00
Other costs, US $

Start-up 189.76 32.38 32.38 16.19

Contacting and explaining study to inquirers 86.40 92.80 35.10 18.90

Screening responsive volunteers for eligibility 162.00 162.00 97.20 40.50
Total costs: cost per eligible volunteer enrolled, US $ 95.88 479.79 20.59 34.92

aN/A: not applicable; this value was not traceable.

bDefined as person who clicks (news feed advertisement) or requests more information from the research team (other recruitment methods).

cGreater than news feed by chi-square (inquirers: χ21=919.8, P<.001; responsive volunteers: χ21=72.1, P<.001).

dThe percentage cannot be calculated because the number of unique viewers (ie, the denominator) was not traceable.

eRefers to proportion of clickers volunteering (called conversion in the literature) (3-way P<.001).

fGreater than news feed by Barnard test (P<.001).

gGreater than clinic by Barnard test (response rate: P=.048; eligibility: P<.001).

h3-way P=.003. Not significant for news feed versus snowball sampling (Barnard test P=.23).

iLess than news feed by Barnard test (P=.03).