SOLUTION: A survey on a reading interest among the students of a secondary school towards comics and novels are conducted. The survey results showed that 29% of the students like to read com
Algebra.Com
Question 1151103: A survey on a reading interest among the students of a secondary school towards comics and novels are conducted. The survey results showed that 29% of the students like to read comics including 17% enjoy reading novels. The results also showed that 3%of the students do not like to read both comics and novels. A student was selected at random from the students in the school. Events A, B and C are defined as follows:
A: the selected students likes to read comics.
B: the selected students likes to read novels.
C: the selected students likes to read comics or novels but not both comics and novels.
Find
i) P(A'Î B)
ii) P(B)
iii) P(C)
iv) P(A|B')
v) P(A'u B')
THANK YOU!
Answer by ikleyn(52805) (Show Source): You can put this solution on YOUR website!
.
Reading your post, I see there the words "including 17% enjoy reading novels".
It is unclear to me : "including" to where ?
Without knowing exact/precise meaning every term of your post, I can not solve the problem . . .
RELATED QUESTIONS
A survey on a reading interest among the students of a secondary school towards comics... (answered by Edwin McCravy)
A survey was conducted about people’s favorite types of books. The results came in as... (answered by richwmiller)
A survey was conducted to determine the percentage of students at a post secondary... (answered by stanbon)
A survey was conducted to determine the percentage of students at a post secondary... (answered by lynnlo)
A survey was conducted to determine the percentage of students at a post secondary... (answered by stanbon)
A survey was conducted to determine the percentage of students at a post secondary... (answered by stanbon)
Ella conducted a survey of 100 students and found that 36 owned their own cars. If 850... (answered by jorel1380)
In a recent survey among college students, it was found that 40% were graduates of public (answered by edjones)
1. (3 points)
For a standard normal distribution (m = 0, ¿ = 1) find the probabilities: (answered by edjones)