I blanked for a second and just started rattling off assumptions out loud.
Break the problem into life stages (childhood, young adult, adult, senior) and estimate the number of weddings attended per year in each stage, then sum over an average lifespan. Use reasonable assumptions and round numbers to keep calculations simple, and state your assumptions clearly.
Pro tip: Anchor your estimate with a known data point, such as the average number of weddings a person attends per year as an adult, and adjust for life stages. This shows you can use benchmarks to drive estimates.
Clarify that you're estimating for an average person in a developed country, assuming an 80-year lifespan and that weddings include friends' and family members' ceremonies.
Divide life into stages: childhood (0-18), young adult (18-30), adult (30-60), and senior (60-80). Estimate weddings attended per year in each stage based on social circles and typical life events.
For each stage, estimate the number of weddings attended annually. For example, childhood: 1 every 2 years (0.5/year), young adult: 2/year, adult: 1/year, senior: 0.2/year.
Multiply the annual rate by the number of years in each stage. Childhood: 0.5*18=9, young adult: 2*12=24, adult: 1*30=30, senior: 0.2*20=4.
Add the totals: 9+24+30+4=67. Sanity-check by considering that the average person might attend 1-2 weddings per year as an adult, leading to a lifetime total of 50-100, so 67 is reasonable.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.