P. Self has written: 'Administrative theories and politics'
It is: p-7
p + 7 = 111 subtract 7 from each side p + 7 - 7 = 111 - 7 p = 104
The quotient of ( p ) and 7 is expressed mathematically as ( \frac{p}{7} ). This represents the result of dividing ( p ) by 7.
p + 7 = 13 p = 6
drawing a club total club =13 P(Club)= 13/52 drawing a 7 total 7 = 4 P(7) = 4/52 P(a club and a 7) = P(Club) + P(7) as events are mutualy exculisve P(a club and a 7) = 13/52+4/52 P(a club and a 7) = 17/52
p + 7
p - 7 = 15 Add 7 to each side: p = 22
7
24 - 2001 Day 7 200 p-m--300 p-m- 7-7 is rated/received certificates of: Netherlands:12
probability of a machine component failing = 2/7 P(at least 4 failed) = P( 4 failed)+P(5 failed) +P(6 failed)+P(7 failed) Using binomial probability: P(4 failed ) =7C4 (2/7)^4 ((5/7)^3 = 0.084987 P(5 failed) = 7C5 (2/7)^5 (5/7)^2 = 0.020395 P(6 failed ) = 7C6 (2/7)^6 (5/7) = 0.002719 P(7 failed) = (2/7)^7 = 0.000155 Adding, P(at least 4 failures) = 0.108257
(p + 12)(p - 7) p = 7, -12