express the answers in simplest form. a list contains the names of six anthropology students, two sociology…

express the answers in simplest form. a list contains the names of six anthropology students, two sociology students, and three psychology students. if one name is selected at random to assist in the professors new study, find the probability that the chosen student is\n\npart: 0 / 5\n\npart 1 of 5\n\n(a) a sociology student.\n\n$p(\text{sociology})=\frac{2}{11}$\n\npart: 1 / 5\n\npart 2 of 5\n\n(b) an anthropology student.\n\n$p(\text{anthropology})=square$

express the answers in simplest form. a list contains the names of six anthropology students, two sociology students, and three psychology students. if one name is selected at random to assist in the professors new study, find the probability that the chosen student is\n\npart: 0 / 5\n\npart 1 of 5\n\n(a) a sociology student.\n\n$p(\text{sociology})=\frac{2}{11}$\n\npart: 1 / 5\n\npart 2 of 5\n\n(b) an anthropology student.\n\n$p(\text{anthropology})=square$

Answer

Explanation:

Step1: Calculate total number of students

There are 6 anthropology students, 2 sociology students, and 3 psychology students. So the total number of students is $6 + 2+3=11$.

Step2: Calculate probability of choosing an anthropology student

The number of anthropology students is 6. The probability formula is $P(A)=\frac{\text{Number of favorable outcomes}}{\text{Total number of outcomes}}$. So $P(\text{anthropology})=\frac{6}{11}$.

Answer:

$\frac{6}{11}$