The half life of `._(90)Th^(225)` is 8 minutes How many half lives are there in 2 hours ? How long would you have to wait before there is less than 1 % of `._(90)Th^(225)` left in the sample ?
Correct Answer - C
`(c )` The total number of arrangments is `(11!)/(2!2!2!)=(11!)/(8)`
The number of arrangements in which `CE,H,I,S` appear in that order `"^(11)C_(5)(6!)/(2!2!2!)=(11!)/(8*5!)`
`:.` Required Proability `=((11!)/(8*5!))/((11!)/(8))=(1)/(120)`
i. Minutes are prepared after the meeting.
ii. Motion is a proposal put before a meeting for discussion.
iii. Polling papers are used for voting by-poll.
iv. A Resolution is a final decision taken in the meeting.
v. The...