This Is How It Is
Autor: rahulsyal • March 16, 2019 • Term Paper • 285 Words (2 Pages) • 459 Views
CIV(Ajay) = CLV(Ravi) + CLV(Mehak) + CIV(Ravi) +CIV(Mehak)
= 20 + 10 + CIV(Ravi) + CIV(Mehak)
Now to find out CIV of Ravi & Mehak
CIV(Ravi) = CLV(Anita) + 0.5 * CLV(Vijay)+ CIV(Anita) + 0.5 CIV (Vijay)
= 30 + 10 + CIV (Anita) + 0.5 * CIV(Vijay)
CIV(Mehak) = 0.5 * CLV (Vijay) + 0.5 CIV(Vijay)
= 10 + 0.5 * CIV(Vijay)
Finding out CIV of Anita & Vijay
CIV(Anita)= 0.5 * CLV(Tanya) + 0.5 * CIV(Tanya)
= 20 + 0.5 * CIV(Tanya)
CIV(Vijay)= 0.5 * CLV(Tanya) + 0.5 * CIV(Tanya)
= 20 + 0.5 * CIV(Tanya)
Finding out CIV of Tanya
CIV(Tanya) = CLV (Anandita) + 0.5 * CIV(Anandita)
= 10 + 0
CIV(Tanya) = 10
Thus making us of this we can determine the CIV of each following g a reverse pattern
CIV(Vijay) = 20 + 5 = 25
CIV(Anita) = 20 + 5 = 25
CIV(Mehak) = 10 + 12.5 = 22.5
CIV(Ravi) = 30 + 10 + 25 + 12.5 = 77.5
CIV(Ajay) = 20 + 10 + 77.5 + 22.5 = 130
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