Mathematics-III || CSE stream || Very Important Questions Explained with Concepts || All 5 modules || BMATS301 || Last moment exam preparation

About Course
Course Content
MODULE 1
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1. A random variable x has follwing probabilty function for values of x
07:30 -
2.The probabilty distribution of a finite random variable x is given by:
17:43 -
3. find the mean and variance of binomial distribution
11:48 -
4. obtain the mean and variable of poisson distribution
08:47 -
5. Out of 800 families with 4 children each how many familes would be expected to have
07:56 -
6.the number of accidents in a year to taxi drivers in a city follows a posson distribution with mean 3.out of 1000 taxi drivers find approximately numbers of drivers with
05:48 -
7. in factory producing blades the probality of any blade are supllied in packets of 10,usiing poission distribution determine the number of packet containing
05:37 -
8.A random varibles x has the following density function
05:19 -
9.in a certain town the duration of a shower exponentially distributed with mean 5 minute .what is the probaility that a shower will last for
06:02 -
10. The length of telephone conversation in a booth has been an exonential distribution and found on an average to be 5 minutes .find the probaility that a random call made frame this booth
03:36 -
11. the marks of 1000 students in an exam follows normal distribution with mean 70 and standard deviation 5 . find the students whose marks will be
07:28 -
12.in a test on electric bulbs it was found that the life time of a particular brand was distributed normally with an average life of 2000 hours and standard devation of 60 hrs .if a firm purcharses 2500 bulbs find the number of bulbs that are likely to last for .
07:09
MODULE 2
MODULE 3
MODULE 4
MODULE 5
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