• We are pleased to announce that the winner of our Feedback Prize Draw for the Winter 2024-25 session and winning £150 of gift vouchers is Zhao Liang Tay. Congratulations to Zhao Liang. If you fancy winning £150 worth of gift vouchers (from a major UK store) for the Summer 2025 exam sitting for just a few minutes of your time throughout the session, please see our website at https://www.acted.co.uk/further-info.html?pat=feedback#feedback-prize for more information on how you can make sure your name is included in the draw at the end of the session.
  • Please be advised that the SP1, SP5 and SP7 X1 deadline is the 14th July and not the 17th June as first stated. Please accept out apologies for any confusion caused.
Hemant Rupani

Hemant Rupani

Senior Member From Nagpur, Maharashtra, India
Joined
Messages
736
Reaction score
66
Points
28

Profile posts Latest activity Postings About

  • A
    Hello
    Basically i am in big confused about the procedure of cs2b examination
    Q- where we have to submit?
    Q-we have to write our answer in word or wps writer?
    Q- how should i prepare for this
    Q- is there any internet use?
    H
    Hello,

    I will be done with my graduation by April 2018 in BSc Applied Statistics and Analytics from NMIMS University, Mumbai, India.
    I will be done with 6 papers by then. So what companies should I approach to? A few names would be really helpful.
    Also, when should I ideally start approaching companies if i want to start working by May 2018? And what package should I expect while joining?

    Thank you in advance.
    Hemant Rupani
    Hemant Rupani
    Look out for list of insurers from IRDAI website, and apply to all, ideally after you'll complete your final exams awaiting results. And try to consulting/KPO also. eg WNS, WTW, Mercer

    Package: around 4-5 lpa
    S
    Pl help no reply from forum

    how Pij(t+h) = ∑ pik (t) pkj (h) = pij(t) + h ∑ pik (t) µkj + o (h)
    as per my understanding:
    Pij(t+h) = ∑ pik (t) pkj (h) --(1)
    From ch 5 equation 5.7 which is as follows :
    pij(h) = {h µij + o (h) if i not equal to j and is 1+ h µij + o (h) if i = j
    now we can substitute it in equation 1
    Pij(t+h) = ∑ pik (t) pkj (h)
    = ∑ pik (t) µkj + o (h)
    pl. Provide steps after this
    Hemant Rupani
    Hemant Rupani
    Please excuse o(h) terms for this comment only, but mention in exam.

    Pij(t+h)
    =sum{Pik(t)Pkj(h)} ... Note: in sum all possible k.
    =Pij(t)Pjj(h)+sum{Pik(t)Pkj(h)} ... Note: in sum k !=j. [A]

    Now you know Pjj(h)=1+h*mu(jj) and Pkj(h)=h*mu(kj)

    Now put in above in [A].
    You'll get =Pij(t)*(1+h*mu(jj))+sum{Pik(t)*h*mu(kj)} ... Note: k != j

    Then
    =Pij(t)+sum{Pik(t)*h*mu(kj)} ... Note: for all possible k.
  • Loading…
  • Loading…
  • Loading…
Back
Top