| P(An B) = ? a. {HH,TH} |B' = ? b. {HT, ТH} v A' ? с. 0.25 | P(AU B) = ? ]P(A) = P(B) = ? d. 0.75 e. (НН, ТТ} v A = ? f. {HT,TT} | AnB = ? g. {ΗH, TΗ, ΤT |A' n B' = ? h. 0.5 v AUB= ? | P(S) = ? |S = ? i. {HH} j. {HT} k. {HH, HT, Тн, Т} |B = ? 1. 1
| P(An B) = ? a. {HH,TH} |B' = ? b. {HT, ТH} v A' ? с. 0.25 | P(AU B) = ? ]P(A) = P(B) = ? d. 0.75 e. (НН, ТТ} v A = ? f. {HT,TT} | AnB = ? g. {ΗH, TΗ, ΤT |A' n B' = ? h. 0.5 v AUB= ? | P(S) = ? |S = ? i. {HH} j. {HT} k. {HH, HT, Тн, Т} |B = ? 1. 1
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
100%
Two (fair) coins are tossed sequentially. Using the two events below, match the following statements.
Event A = Two of the same faces (HH or TT).- Event B = Heads on the second toss (HH or TH).
![Hints:
S, A, B, A', B', AU B, etc. are sets. The match will be a collection of outcomes.
P(S), P(A), P(B), P(A'), P(B'), P(AU B), etc. are probabilities. The match will be a single
number between 0 and 1.
| Р(An B) — ?
a. {HH, ΤΗ
B' = ?
b. {НТ, ТH}
A'
c. 0.25
P(AU B) = ?
d. 0.75
| Р(4) — Р(В) — ?
e. {НН, ТТ}
A = ?
f. {HT,TT}
- v AnB = ?
g. {HH, ΤΗ, TT
|A'n B' = ?
h. 0.5
|AUB= ?
i. {HH}
P(S) = ?
j. {HT}
?
k. {HH, НT, TH, }
%3D
В — ?
I. 1
>>
>](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F595f478b-df5a-4a11-b076-bff7a65df6f7%2F1f9c2f8d-004d-4bb2-b4b6-99813b671eac%2Fbihqj8q_processed.png&w=3840&q=75)
Transcribed Image Text:Hints:
S, A, B, A', B', AU B, etc. are sets. The match will be a collection of outcomes.
P(S), P(A), P(B), P(A'), P(B'), P(AU B), etc. are probabilities. The match will be a single
number between 0 and 1.
| Р(An B) — ?
a. {HH, ΤΗ
B' = ?
b. {НТ, ТH}
A'
c. 0.25
P(AU B) = ?
d. 0.75
| Р(4) — Р(В) — ?
e. {НН, ТТ}
A = ?
f. {HT,TT}
- v AnB = ?
g. {HH, ΤΗ, TT
|A'n B' = ?
h. 0.5
|AUB= ?
i. {HH}
P(S) = ?
j. {HT}
?
k. {HH, НT, TH, }
%3D
В — ?
I. 1
>>
>
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