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Draw all possible random samples of size 3 with replacement from theΒ 

population 15, 24 ,38Β ,10Β .Β all sample mean equal to population mean


draw all possible samples each of size 3 with replacement from the population 15,24,38,10 so that sample at all sample mean is equal to population mean

Solve (𝐷


2 βˆ’ 3𝐷 + 2)𝑦 = π‘₯


2 + sin π‘₯

The following data shows frequency distribution of error page of a book. Fit Poisson distribution to the following :


Number error - 1,2,3,4,5,6,7,8


Frequency-12,18,19,05,09,14,12,11

a) Solve (𝐷


2 + 1)𝑦 = 3π‘₯ βˆ’ 8 cot π‘₯ where 𝐷 =


𝑑


𝑑π‘₯



b) Find orthogonal trajectory to the curve given by π‘Ÿ = π‘Ž(1 + cos πœƒ)

a) In a circuit containing inductance 𝐿, resistance 𝑅 and voltage 𝐸, the current 𝐼 is


given by 𝐸 = 𝑅 𝐼 + 𝐿


𝑑𝐼


𝑑𝑑


. Given 𝐿 = 640 β„Ž , 𝑅 = 250 𝛺 and 𝐸 =


500 π‘£π‘œπ‘™π‘‘ . 𝐼 being 0 when 𝑑 = 0. Find the time 𝑑 that elapses, before the current


𝐼 reaches 90% of its maximum value.


[5]


b) Solve the system:


𝑑π‘₯


𝑑𝑑


+ π‘₯ βˆ’ 𝑦 = 𝑑𝑒


𝑑


, 2𝑦 βˆ’


𝑑π‘₯


𝑑𝑑


+


𝑑𝑦


𝑑𝑑


= 𝑒

Solve (𝐷


2 βˆ’ 3𝐷 + 2)𝑦 = π‘₯


2 + sin π‘₯ where 𝐷 =


𝑑


𝑑π‘₯

A committee of 8 is to be formed from 16 men and 10 women.


In how many ways can the committee be formed if


i) there are no restrictions.


ii) there must be 4 men and 4 women.


iii) there should be an even number of women.


iv) there are more women than men.


v) there are atleast 6 men.

A committee of 8 is to be formed from 16 men and 10 women.





In how many ways can the committee be formed if





i) there are no restrictions.





ii) there must be 4 men and 4 women.





iii) there should be an even number of women.





iv) there are more women than men.





v) there are atleast 6 men.

Find the integral surface of the linear partial differential equation x(x^2+z)p - y(y^2+z)q = (x^2-y^2)z; p, q has their usual meaning , which contains the straight line

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