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Could any genious actuary answer this problem?

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  • Could any genious actuary answer this problem?

    In an insurance company portfolio's,
    t1 is a change variable that indicates time between the date of a the claim that is incurred and the date of the claim that is reported to the insurance company,

    t2 is a change varible that indicates time between the date of a claim that is reported to the insurance company and the date of the claim is paid to the insured.
    The probability density funciton of these change variables is f(t1,t2) where;
    0<t1<8 ; 0<t2<12 ; t1+t2 <12 ( it will take a constant value in these regions mentioned; in other situations it will take "0" value),

    Find the equality that is related to time between the date of the claim that is incurred and the date of the claim is paid to the insured by using double integral

  • #2
    Anyone could help me please ?

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