The probability of having blood type A is 0.4. Choose 4 people at random and let r be the number with blood type A. r is a binomial random variable with n = 4 and p = 0.4 9 = 1- Now use the binomial probability formula, P(r) =, C,p'q"-", to complete the chart below. Enter the simplified for of the exponents. (Example: If n-r 4-1 = 3, you would enter 3.) Do not round any values. Probability Formula P(r) 4Co (0.4)°( 0.6)4 0.1296 1 ( 0.4 |(0.6)3 4 1 0.3456 4C 2 (0.4)² ( 0.6 2 4 C3 (0.4 3 (0.6 0.1536 4С4 (0.4) (0.6) 0 4 Interpret the Data 1. What does P(2) = 0.3456 mean? The probability of choosing 2 people with type A blood, out of a group of is 34.56 + %. 2. What is the probability of at least 3 of the 4 people having a blood type of A? (Enter the decimal value)

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The probability of having blood type A is 0.4. Choose 4 people at random and let r be the number with blood
of
type A.
r is a binomial random variable with n =
4
and p =
0.4
q = 1-
Now use the binomial probability formula, P(r) =, C,p'q"-", to complete the chart below. Enter the simplified
for of the exponents. (Example: If n-r = 4-1 = 3, you would enter 3.) Do not round any values.
Probability Formula
P(r)
4Co (0.4)°( 0.6)4
0.1296
1
1
C 1
( 0.4
(0.6)3
0.3456
4C 2
(0.4)2
0.6
2
C3 ( 0.4
3 ( 0.6
1
0.1536
4C4 (0.4)
(0.6) 0
4
Interpret the Data
1. What does P(2) = 0.3456 mean? The probability of choosing 2 people with type A blood, out of a group
of
4.
+ is 34.56
%.
2. What is the probability of at least 3 of the 4 people having a blood type of A?
Sh
(Enter the
decimal value)
Dis
Click to view hint
2.
Transcribed Image Text:The probability of having blood type A is 0.4. Choose 4 people at random and let r be the number with blood of type A. r is a binomial random variable with n = 4 and p = 0.4 q = 1- Now use the binomial probability formula, P(r) =, C,p'q"-", to complete the chart below. Enter the simplified for of the exponents. (Example: If n-r = 4-1 = 3, you would enter 3.) Do not round any values. Probability Formula P(r) 4Co (0.4)°( 0.6)4 0.1296 1 1 C 1 ( 0.4 (0.6)3 0.3456 4C 2 (0.4)2 0.6 2 C3 ( 0.4 3 ( 0.6 1 0.1536 4C4 (0.4) (0.6) 0 4 Interpret the Data 1. What does P(2) = 0.3456 mean? The probability of choosing 2 people with type A blood, out of a group of 4. + is 34.56 %. 2. What is the probability of at least 3 of the 4 people having a blood type of A? Sh (Enter the decimal value) Dis Click to view hint 2.
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