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Published on Dec 22, 2015
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1.
PROBABILITY
BY: MARY KRIKORIAN
Photo by
Scott Wurzel
2.
1.
A die is rolled, what is the probability that an even number will be obtained?
Photo by
Darwin Bell
3.
Untitled Slide
The amount of sample space can be labeled S.
S={1,2,3,4,5,6}
These are all the numbers on a dice.
Photo by
Darwin Bell
4.
Untitled Slide
The event of an even number being obtained can be labeled E.
E={2,4,6}
Photo by
Darwin Bell
5.
Untitled Slide
Now use the formula of P(E)=n(E)/n(S)
N stands for number
P(E)=3/6=1/2
Photo by
Darwin Bell
6.
The probability is that you have a 1/2 chance of rolling an even number on die.
Photo by
Darwin Bell
7.
2.
Two coins are tossed, what is the probability that two heads will be obtained?
Photo by
Mark Seton
8.
Untitled Slide
The amount of sample space can be labeled S.
S={(H,T)(H,H)(T,H)(T,T)}
Photo by
Mark Seton
9.
Untitled Slide
The event of two heads being obtained can be labeled H.
H={(H,H)}
Photo by
Mark Seton
10.
Untitled Slide
Now use the formula of P(H)=n(H)/n(S)
P(H)=1/4
Photo by
Mark Seton
11.
The probability is that you have a 1/4 chance of obtaining two heads with two coins.
Photo by
Mark Seton
12.
You have a full deck of cards, what is the probability that you will obtain an odd heart?
13.
This the the amount of sample space above, it can be labeled S.
The amount of sample space can be labeled S.
14.
Untitled Slide
The event of an odd heart being obtained can be labeled O.
O={1,3,5,7,9}
15.
Untitled Slide
Now use the formula of P(O)=n(O)/n(S)
P(O)=5/52
16.
The probability is that you have a 5/52 chance of obtaining an odd heart from a deck of cards.
Arnold Nunez
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