please please solve all parts of this question perfectly and urgently. make sure to do it on a page with clear handwriting. I will give positive rating if you solve all parts of this question perfectly and urgently. and solve it on a page

You want to teach a new command to your Golden Retriever dog. You will repeat 10-minute training sessions every day until the dog finally learns it. Naturally, you are curious about how long it will take, so you post a survey in a Proud Golden Retriever Owners group on Facebook and collect answers from N dog owners who tell you how many days it took them to teach their dogs a new command using a similar strategy: X1, X2, ..., Xn, where Xi is the number of days owner i needed Let us assume that every dog of the same breed is equally likely to learn a new command in one training session. We can denote this unknown probability as p. Besides, we can also assume that the probability of a dog picking up a new command at each training is constant, no matter how many days you have already trained the dog before. What is the probability that one needs k days to teach their Golden Retriever a new command using the described approach? (1 point) What is the maximum likelihood estimator of the unknown parameter p? (3 points) Imagine that you asked N = 10 people and they needed 1, 3, 5, 3, 2, 2, 5, 7, 2, 1 training sessions respectively. What would be the estimate of p in that case? (1 point) You want to teach a new command to your Golden Retriever dog. You will repeat 10-minute training sessions every day until the dog finally learns it. Naturally, you are curious about how long it will take, so you post a survey in a Proud Golden Retriever Owners group on Facebook and collect answers from N dog owners who tell you how many days it took them to teach their dogs a new command using a similar strategy: X1, X2, ..., Xn, where Xi is the number of days owner i needed Let us assume that every dog of the same breed is equally likely to learn a new command in one training session. We can denote this unknown probability as p. Besides, we can also assume that the probability of a dog picking up a new command at each training is constant, no matter how many days you have already trained the dog before. What is the probability that one needs k days to teach their Golden Retriever a new command using the described approach? (1 point) What is the maximum likelihood estimator of the unknown parameter p? (3 points) Imagine that you asked N = 10 people and they needed 1, 3, 5, 3, 2, 2, 5, 7, 2, 1 training sessions respectively. What would be the estimate of p in that case? (1 point)