Question

Question 5 5 pts A survey of nonprofit marketers indicated that 35% of nonprofit marketers rated themselves highly in terms of use of content marketing effectiveness. Furthermore, of those nonprofit marketers who rated themselves highly in terms of use of content marketing effectiveness, 48% reported having a documented content strategy. Of the nonprofit marketers who did not rate themselves highly in terms of use of content marketing effectiveness, 12% reported having a documented content strategy. If a nonprofit marketer is known to have a documented content strategy, what is the probability that the nonprofit marketer rates himself or herself highly in terms of use of content marketing effectiveness? Upload Choose a file

Answer 1

KINDLY GIVE POSITIVE RATING TO MY ANSWER, COMMENT ME IN CASE OF ANY DOUBTS, THANK YOU IN ADVANCE.

100 0.48 0.168 +0.078 solution :- Given that 0.35= 0.35 P Chighly rated) 35-4-35 = PL Documented Strategy and highly un rated 48060 = 48 > Here Plnon doceimented strategy highly rated) I-0.12 from the law of total probability pl documented Strategy) = P(daumented strategy, highly rated) Chighly rated) + :p ( documented Strategy) not highly rated) Phot highly sated OR 7 P(documented strategy) = 0.48X0-35+ 0.12(1-0-35) 0.168 +0.12(0-65) 0-246 s from bayes theorem Plhighly rated documented - PC documented Strategy strategy/ highly sated) TP Chighly rated) Tip documented strategy -

>pChighly dated documented strategy) 0.48XO-35 0.24 6 0-168 5 0.246 = 0-6829 Hence probability 9s 0-6829