RITTEN WORK (3,4,5,6,7): The following data shows the probability for the number of omputers sold in a given day at a certain mall. Number of Computers S Probability P(S) 0.15 0.14 1 0.08 2. 0.03 0.06 0.01 0.25 0.10 0.04 0.05 10 0.09 1. Find P(X> 3) 6. Find P(X> 5) 2. Find P(X <6 7. Find P(X < 2) 3. Find P(2 4) 9. Find P(X> 7) 5. Find P(X S 4) 10. Find P(x-10)

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RITTEN WORK (3,4,5,6,7): The following data shows the probability for the number of
omputers sold in a given day at a certain mall.
Number of Computers S
Probability P(S)
0.15
1
0.14
2.
0.08
0.03
4
0.06
0.01
6.
0.25
0.10
8.
0.04
9.
0.05
10
0.09
1. Find P(X> 3)
6. Find P(X> 5)
2. Find P(X < 6)
7. Find P(X < 2)
3. Find P(2<X<8)
8. Find P(5 <X<8)
4. Find P(X> 4)
9. Find P(X> 7)
5. Find P(X < 4)
10. Find P(x=10)
Transcribed Image Text:RITTEN WORK (3,4,5,6,7): The following data shows the probability for the number of omputers sold in a given day at a certain mall. Number of Computers S Probability P(S) 0.15 1 0.14 2. 0.08 0.03 4 0.06 0.01 6. 0.25 0.10 8. 0.04 9. 0.05 10 0.09 1. Find P(X> 3) 6. Find P(X> 5) 2. Find P(X < 6) 7. Find P(X < 2) 3. Find P(2<X<8) 8. Find P(5 <X<8) 4. Find P(X> 4) 9. Find P(X> 7) 5. Find P(X < 4) 10. Find P(x=10)
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