Question

Find the probability that the 6 th toss out of a total of. 10 tosses is...

Find the probability that the 6 th toss out of a total of. 10 tosses is Heads,given that there are exactly 2 heads out of 10 tosses.As in the preceding segment,continue to assume that all coin tosses are independent and the each coin toss has the same fixed probability of heads


Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
You toss a coin 192 times. Find the probability that exactly 96 of the 192 tosses...
You toss a coin 192 times. Find the probability that exactly 96 of the 192 tosses will be heads.
5. If you toss a coin 10 times, you got 8 head out of ten tosses....
5. If you toss a coin 10 times, you got 8 head out of ten tosses. What is the probability of this event if the coin is fair (P[X=8|Coin=normal], X is a random variable representing number of head out of ten tosses)? What is the probability of this event if the coin is fake( P[X=8|Coin=fake])?
Problem 1. Consider independent tosses of the same coin. The probability that the coin will land...
Problem 1. Consider independent tosses of the same coin. The probability that the coin will land on head is p and tails is 1-p. HHTTTTHHTHHHHHHHHTTHHHHHH a. What is the probability of this specific series of tosses (also known as the likelihood of the data)? Assume each toss is independent. (2 pts) b. Is the likelihood greater for p = .6 or p = .7? (1 pt) c. What value of p maximizes the likelihood for n tosses of which k...
We toss n coins and each one shows up heads with probability p, independent of the...
We toss n coins and each one shows up heads with probability p, independent of the other coin tosses. Each coin which shows up heads is tossed again. What is the probability mass function of the number of heads obtained after the second round of coin tossing?
A biased coin is tossed repeatedly. The probability of getting head in any particular toss is...
A biased coin is tossed repeatedly. The probability of getting head in any particular toss is 0.3.Assuming that the tosses are independent, find the probability that 3rd head appears exactly at the 10th toss.
Simulates 2 coin toss and calculate emperical probability of getting double heads. # Function tossl() simulates...
Simulates 2 coin toss and calculate emperical probability of getting double heads. # Function tossl() simulates coin toss toss <- function(x) floor(2*runif(x)) # Let c1 tosses from coin 1 and c2 represent tosses of coin 2. We’ll store 1000 coin tosses in c1 and c2 c1=toss(1000) c2=toss(1000) dheads=sum((c1+c2)==2) # Double heads dheads will occurs when corresponding sum of outcomes is 2 # == operator is TRUE only when the sum of corresponding tosses is 2 (Two heads came up) #sum((c1+c2)==2)...
Alice and Bob play the following game. They toss 5 fair coins. If all tosses are...
Alice and Bob play the following game. They toss 5 fair coins. If all tosses are Heads,Bob wins. If the number of Heads tosses is zero or one, Alice wins. Otherwise they repeat,tossing five coins on each round, until the game is decided. (a) Compute the expectednumber of coin tosses needed to decide the game. (b) Compute the probability that Alicewins.
A coin is tossed repeatedly; on each toss, a head is shown with probability p or...
A coin is tossed repeatedly; on each toss, a head is shown with probability p or a tail with probability 1 − p. All tosses are independent. Let E denote the event that the first run of r successive heads occurs earlier than the first run of s successive tails. Let A denote the outcome of the first toss. Show that P(E|A=head)=pr−1 +(1−pr−1)P(E|A=tail). Find a similar expression for P (E | A = tail) and then find P (E).
A weighted coin has a probability of 0.6 of getting a head and 0.4 of getting...
A weighted coin has a probability of 0.6 of getting a head and 0.4 of getting a tail. (a) In a series of 30 independent tosses what is the probability of getting the same number of heads as tails? [2] (b) Find the probability of getting more than 7 heads in 10 tosses? [3] (c) Find the probability of 4 consecutive tails followed by 2 tails in the next 6 tosses. [2]
You toss a coin 10 times. Give all answers as decimals, to four decimal places. If...
You toss a coin 10 times. Give all answers as decimals, to four decimal places. If the answer is exact, give an exact value, for example, if the answer is exactly 6, enter 6.         1. What is the expected number (E[x]) of heads?           2. What is the standard deviation of the number of heads?          3. What is the probability of getting exactly 6 heads?              4. What is the probability of getting between 2 and 5 heads,...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT