The answer is no!
<em>Mutually Exclusive </em>means both events (being female and preferring chocolate) <u>cannot occur at the same time!</u>
We know this is false because on<u> the graph it proves that some females like chocolate! </u>
An example of a Mutually Exclusive event is ( being male and female )
this <u>can't occur!</u>
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Find the probability that the person is female OR likes chocolate. The word "or" is important - it changes how we do the problem.
Let's <u>add </u>the total amount of people who like chocolate and who are female...
33 + 22 = 55
but we must <u>subtract 15</u> so we <u>won't double count </u>the girls who like chocolate!
40 / (total people)
40 / 50 = 0.80
The probabilty that some is female OR likes chocolate is 80%
I hope I helped :)
Answer:
If I am assuming sqrt(200), the answer is C
Step-by-step explanation:
Because 200 is between both of these numbers, c is the only viable option
Answer:
3.60$
Step-by-step explanation:
if we bought 3 pens that would equal 1.20$ so we add 1.20$ to 2.40$ we get 3.60$
I THINK that the answer is A
Answer:
I believe it is 1 hope this helps
Step-by-step explanation:
