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Mr. Rakib has two policies A & B for property X & Y. Solve the following problem under



two condition of average. Available information are as follows:



Policy :



A. Sum insured Tk. 1000 for property X&Y



B. Sum insured Tk. 650 for property X



Value of the property



Property X: Tk. 1000



Property Y: Tk.1000



Requirements: How following loss will be shared?



a) Loss of property X for Tk.750



b) Loss of Property Y for Tk. 900

In a shipment of 10 laptops, 3 are defective. Ifย 3 laptopsย from this shipment areย randomly selected and not replaced, what is the probability that allย 3 are defective? Record your answer as a fraction in simplest form.


A warehouse has 6 different containers to be distributed among 10 retailers. In how many ways can this be done?

A loan of 10000 is to be repaid over 10 years by a level annuity payable monthly in arrears. The amount of the monthly payment is calculated on a basis od an interest rate of 1% per month effective,. For which monthly repayment the capital first exceeds the interest


Let us assume that we belong to a diversified investment is equally capitalised in default free acid and do securities if one of the securities has a systematic risk coefficient of .85 what must be the better for the other stock of the total portfolio risk and market risk is not different


The joint probability density function of ๐‘‹ and ๐‘Œ is given by ๐‘“(๐‘ฅ, ๐‘ฆ) = { ๐‘ฅ + ๐‘ฆ 3 0 โ‰ค ๐‘ฅ โ‰ค 1, 0 โ‰ค ๐‘ฆ โ‰ค 2 0 ๐‘’๐‘™๐‘ ๐‘’๐‘คโ„Ž๐‘’๐‘Ÿ๐‘’ Find the two lines of regression.


Find the solution of Non-exact D.E


Given:


(x+4y^3)dy-ydx=0

Find the solution of Bernoulli Equation


Given:


2xdy+y(y^2lnx-1)dx=0

Find the solution of Bernoulli Equation


Given:


dy+ydx=(2xy^2)e^xdx



Find the solution of Non-Exact D.E





Given:





(x+4y^3)dy-ydx=0

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