I run a book club with $n$ people, not including myself. Every day, for $365$ days, i invite three members in the club to review a book. What is the smallest positive integer $n$ so that i can avoid ever having the exact same group of three members over all $365$ days?

Assessment includes a. interviews, recorded conversations, videos, frequency counts, and time samples. b. formal standardized tests and developmental screening tools. c. various types of documented observations, documentation of child work, checklists, rating scales, and standardized tests. d. anecdotal notes, narratives or daily records, daily health checks, and teacher observation checklists.

If you constantly work its possible that you will become burned out at your job?

Select all that apply. select six of the aspects summarized in this section in which god's goodness is imparted to his people. mercy truth righteousness love compassion grace holiness strength majesty perfection