4. the average height of the 140 million u. s. males is 5 ft. and 10 in. some males from the u. s. become professional basketball players. the average height of the 350–450
professional basketball players in the nba (national basketball association) is about 6 ft. and 7 in. which of the following probabilities should be larger? or would they be similar?
 the probability that a u. s. male over 6 ft. tall is a professional basketball player
 the probability that a professional basketball player is over 6 ft. tall
explain your reasoning.

The probability that a professional basketball player is over 6 ft. tall should be large

Step-by-step explanation:

Data provided in the question:

5 ft. and 10 in is average height of the 140 million U.S. males

Average height of the 350–450  professional basketball players in the NBA = 6 ft. and 7 in

Now,

The probability that  professional basketball player is over 6 ft. tall will be large as the sample size is very less as compared to the citizen and average person is taller than 6 ft

While, probability that a U.S. male over 6 ft. tall is a professional basketball player will be a small number because not most of many of the tall men are in the NBA.

hence,

The probability that a professional basketball player is over 6 ft. tall should be large

answer: $420.00

step-by-step explanation:   multiply $400.00 by 5%.

400.00*.05=20

400+20 = 420

i am thinking c. sorry if im wrong .

step-by-step explanation: