Question 1061917
<pre>
_     Nursing_majors           Non-nursing_majors       Total
Males   96                          1013                1109
Females 700                         1724                2424
Total   796                         2737                3533    

(a) Find the probability that the student is male or a nursing major.
&#8203;P(being male or being nursing &#8203;major)= __
&#8203;(Round to the nearest thousandth as&#8203; needed.)
&#8203;
(b) Find the probability that the student is female or not a nursing major.
&#8203;P(being female or not being a nursing &#8203;major)=__
&#8203;(Round to the nearest thousandth as&#8203; needed.)

&#8203;(c) Find the probability that the student is not female or a nursing major.
&#8203;P(not being female or being a nursing &#8203;major)=__
&#8203;(Round to the nearest thousandth as&#8203; needed.)

&#8203;(d) Are the events&#8203; "being male" and&#8203; "being a nursing&#8203; major" mutually&#8203; exclusive? Explain.

A.
&#8203;No, because one&#8203; can't be male and a nursing major at the same time.

B.
&#8203;Yes, because one&#8203; can't be male and a nursing major at the same time.

C.
&#8203;No, because there are 96 males majoring in nursing.

D.
&#8203;Yes, because there are 96 males majoring in nursing.</pre><pre>{{{highlight_green(matrix(4,2, "(a):", .512,  
"(b):", .973,
"(c):", .512,
"(d):",  "C."))}}}
Notice that c) is the same as a).
Is this question from the Chamberlain College of Nursing Statistics course?