Working with Distributions
1. This question has 2 part(s).
1.1. The table below shows five scenarios involving different random variables. Complete the table by placing a cross (×) in the correct box to indicate whether the random variable can be modelled by a binomial distribution, a normal distribution or neither. The first scenario is completed for you.
Scenario | Binomial | Normal | Neither |
The digits 1 to 9 are written on individual counters and placed in a bag. A child randomly selects one of the nine counters. The random variable A represents the number that is written on the selected counter. | |||
A farmer has many hens. The random variable B represents the mass of a randomly selected hen. | |||
A fair coin is flipped 100 times. The random variable represents the number of times it lands on tails. | |||
A teacher has a 30-minute break for lunch. The random variable represents the number of emails he receives during his lunch break. | |||
In a class of 30 students, each student rolls a fair six-sided dice with sides labelled 1 to 6. The random variable E represents the number of students who roll a number less than 5. |
1.2. Write down the name of the probability distribution of A, the random variable described in part (a).
Ai এর মাধ্যমে
১০ লক্ষ+ প্রশ্ন ডাটাবেজ
প্র্যাকটিস এর মাধ্যমে নিজেকে তৈরি করে ফেলো
উত্তর দিবে তোমার বই থেকে ও তোমার মত করে।
সারা দেশের শিক্ষার্থীদের মধ্যে নিজের অবস্থান যাচাই
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