determine if these scenarios meet the condition for the binomial distribution. If not, please explain why it does not.  Bionomial experiment requirements: *fixed number of trials  *each trail can only have two outcomes (success, failures)  *outcomes of each trial are independent  *probablity of success remains the same each trial    1. A research survey asked 100 people randomly chosen adults whether or not they used Facebook.  2. a teacher asked a random sample of his students whether or not they do their homework consistently. Response of yes, no, and sometimes were recorded.    3. five cards are drawn randomly from a standard deck, without replacement, and the number of diamonds is recorded.  4. a student asks 60 volunteers to compete a survey. Responses to the question "do you own a bike" (yes or no) are recorded.

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determine if these scenarios meet the condition for the binomial distribution. If not, please explain why it does not. 

Bionomial experiment requirements:

*fixed number of trials 

*each trail can only have two outcomes (success, failures) 

*outcomes of each trial are independent 

*probablity of success remains the same each trial 

 


1. A research survey asked 100 people randomly chosen adults whether or not they used Facebook. 

2. a teacher asked a random sample of his students whether or not they do their homework consistently. Response of yes, no, and sometimes were recorded. 

 

3. five cards are drawn randomly from a standard deck, without replacement, and the number of diamonds is recorded. 

4. a student asks 60 volunteers to compete a survey. Responses to the question "do you own a bike" (yes or no) are recorded. 

 

 

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