Also note that $\lfloor (30-1)/(5-1) \rfloor=7$ and $\lfloor \binom{30}{2}/(6 \times \binom{5}{2}) \rfloor=7$, so it might be that $7$ ways is possible. $\endgroup$ – Rebecca J. Stones Jul 13, 2014 at 10:06

Apr 11, 2018 · To add to Siong Thye Goh, (b) (iii) is right in form, but wrong on the details. The number of groups of eight that have exactly two women is ${9\choose 2}{6\choose 6}$ (which is just ${9\choose 2}$) and the number that have exactly three is ${9\choose 3}{6\choose 5}.$ There are no groups of eight than contain exactly one, or zero women.
1. Project Management Institute, A Guide to the Project Management Body of Knowledge (PMBOK® Guide) - Sixth Edition, Project Management Institute Inc., 2017, Page 23 ^. Project Management Academy highlights the PMBOK's Guide five major process groups: Initiation, Planning, Execution, Monitoring and Controlling, and Closing.
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8. How many Sylow 5-subgroups does the group A5 have? Write down one Sylow subgroup and its normalizer. Solution. The number of Sylow 5-subgroups is 6. As an example one can take a subgroup generated by (12345). The normalizeris generated by (12345) and (15)(24), it has 10 elements and one can check that it is isomorphic to D5. 9.
Q: In how many ways could 16 people be divided into five groups containing respectively 4,2,3,6 and 1… A: There are totally 16 people in which divided into five groups containing respectively 4,2,3,6 and 1… Apr 28, 2022 · How many groups of 5 make four groups of 10? 4 groups of 10 = 40. 40 /5 = 8 so the answer is 8 groups of 5. Related questions. 97mDToT. 211 499 288 345 263 414 444 382 456

how many groups of 5 7 are in 1