Nickel Snow
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Probability question?
****I was out for school for a week and a half and i need help with probability. Please explain to me how yo got the answers,****
If you draw one card at random from a deck of 15 cards numbered 1 through 15, inclusive, what is the probability that the number you draw is divisible by 7 and odd?
The probability for snow today is 0.6. The probability for snow tomorrow is 0.4. The probability for snow both days is 0.1. Find the probability that is will snow at least one of the two days.
If a student tosses a penny, a nickel, and a dime, what is the probability of returning a penny head, a nickle tail, and a dime hear?
Are the following events independent?
You role a 3 and a 4.
A and B are independent events.
P(A)=0.6
P(B)=0.8
Find P(A and B).
Q
If you draw one card at random from a deck of 15 cards numbered 1 through 15, inclusive, what is the probability that the number you draw is divisible by 7 and odd?
A
the only such number is 7 so probability = 1/15
Q
The probability for snow today is 0.6. The probability for snow tomorrow is 0.4. The probability for snow both days is 0.1. Find the probability that is will snow at least one of the two days.
A
work out P[snow today]*P[no snow tomorrow (1 - 0.4) ]
+ P[no snow today]*P[snow tomorrow] + P[snow both days]
Q
If a student tosses a penny, a nickel, and a dime, what is the probability of returning a penny head, a nickle tail, and a dime hear?
A
[1/2][1/2][1/2] as probability for head/tail is the same, 1/2
Q
Are the following events independent?
You role a 3 and a 4.
A
yes
Q
A and B are independent events.
P(A)=0.6
P(B)=0.8
Find P(A and B).
A
for independent events, P[a and B] = P[A]*P[B] = .6*.8 = .48
What Is On YouTube Today?
Nickel Plate Road#426 pulls into Fishers Station in the Snow
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