Based on data from the World Population Review, there is a probability of 0.37 that a randomly selected individual living in South Africa has Type A blood. This means that: A. In a very large number of South African citizens, close to 37% of them will have Type A blood. B. In a very large number of South African citizens, the average number who have Type A blood will be very close to 37. C. In every 100 South African citizens, exactly 37 will have Type A blood. D. In one million South African citizens, the number who have Type A blood will be within ±100 of 370,000 individuals.

Based on data from the World Population Review, there is a probability of 0.37 that a randomly selected individual living in South Africa has Type A blood. This means that: A. In a very large number of South African citizens, close to 37% of them will have Type A blood. B. In a very large number of South African citizens, the average number who have Type A blood will be very close to 37. C. In every 100 South African citizens, exactly 37 will have Type A blood. D. In one million South African citizens, the number who have Type A blood will be within ±100 of 370,000 individuals.

Holt Mcdougal Larson Pre-algebra: Student Edition 2012

1st Edition

ISBN:9780547587776

Author:HOLT MCDOUGAL

Publisher:HOLT MCDOUGAL

Chapter11: Data Analysis And Probability

Section11.8: Probabilities Of Disjoint And Overlapping Events

Problem 2C

See similar textbooks

	A.	In a very large number of South African citizens, close to 37% of them will have Type A blood.
	B.	In a very large number of South African citizens, the average number who have Type A blood will be very close to 37.
	C.	In every 100 South African citizens, exactly 37 will have Type A blood.
	D.	In one million South African citizens, the number who have Type A blood will be within ±100 of 370,000 individuals.