Suppose the 100 people in society C all know the same 10 facts, but the people in society D specialize slightly, so that there are nine facts that they all know, but each person also knows one unique fact. What is the minimum number of people that must live in society D in order for there to be twice as many facts known in society D as are known in society C?

11

Explanation:

Society C

Number of people = 100

Number of facts = 10

Fact per person = 10 ÷ 100 = 0.1

Society D

Unique fact = 1

Common fact = 9

Number of people = y

minimum number of people that must live in society D in order for there to be twice as many facts known in society D as are known in society C;

Mathematically,

(y(1) + 9) = 2(10)

(y + 9) = 20

y + 9 = 20

y = 20 - 9

y = 11

answer; i believe the first answer to be (independent; /// and the second answer is (french); good luck

i would say b. research typically uses a variety of sources