Question
1) A manufacturer of cans of soda pop weighs every 10thcan to determine if the production line is working properly. The weight of the cans
1) A manufacturer of cans of soda pop weighs every 10thcan to determine if the production line is working properly. The weight of the cans would be an example of ___________.
a) a discrete random variable
b) a continuous random variable
c) a discrete distribution
d) the normal distribution
e) the continuous distribution
2) A manufacturer of cans of soda pop weighs every 10thcan to determine if the production line is working properly. The number of cans weighed in an hour would be an example of ___________.
a) the discrete random variable
b) the continuous distribution
c) a continuous random variable
d) a discrete distribution
e) the normal distribution
3) The time between customer arrivals at a deli counter during a 2-hour lunch period would be an example of _____________.
a) a continuous random variable
b) both discrete and continuous random variable
c) a discrete random variable
d) a constant
e) neither discrete nor continuous random variable
4) If the owner of a deli wanted to see all the outcomes of how many sandwiches are sold during 2-hour lunch periods with the probabilities of each outcome, this would be __________.
a) a discrete random variable
b) the continuous distribution
c) a continuous random variable
d) the normal distribution
e) a discrete distribution
5)
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