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Essay by   •  February 1, 2016  •  Term Paper  •  1,940 Words (8 Pages)  •  1,132 Views

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Q1: Please select appropriate answers from choices (a) to (x) to fill in 5 blank lines to finish the VBA code for binomial pricing

(Note: Style = “euro” or “amer”, C_P = 1 for call and -1 for put, n as the number of steps, dt is the time length of each step, u is up movement multiplier, Pu is the probability of going up)

===================================================================================

Function binomial_all2(Style As String, C_P As Double, spot As Double, strike As Double, _

                     timetomaturity As Double, risk_free As Double, div As Double, _

                     vol As Double, n As Integer) As Double

   

    Dim  price(), S() As Double

    Dim dt, u, Pu, discount As Double

    Dim I, j, Arraysize As Integer

     

    dt = timetomaturity / n

    discount = Exp(-risk_free * dt)

    Arraysize = ____(1)________

    u = Exp(vol * dt ^ (1 / 2))

    d = 1 / u

   

    Pu = (Exp((risk_free - div) * dt) - d) / (u - d)

   

    ReDim price(Arraysize)

    ReDim S(Arraysize)

       

    S(0) = spot * (u ^ n)

    For I = 1 To n

        S(I) = S(I - 1) * ___(2)____

    Next I

       

    For I = 0 To n

        price(I) = Application.WorksheetFunction.Max(0#, C_P * (S(I) - strike))

    Next I

       

      For j = n - 1 To ___(3)____

        For I = 0 To j

            If Style = "euro" Then

                price(I) = discount * (Pu * price(I) + (1 - Pu) * price(I + 1))

            ElseIf Style = "amer" Then

                price(I) = discount * (Pu * price(I) + (1 - Pu) * price(I + 1))

                S(I) = ___(4)________

                price(I) = WorksheetFunction.Max(__(5)____, C_P * (S(I) - strike))

            End If

        Next I

    Next j

    binomial_all2 = price(0)

End Function

=====================================================================================

Choices for Q1:

(a) S(I)

(b) S(0)

(c) price(0)

(d) u

(e) n

(f) (u^2)

(g) S()

(h) n + 1

(i) (d^2)

(j) spot * (d ^ n)

(k) price()

(l) (S(I) - strike)

(m) spot * (u ^ n)

(n) n + 2

(o) price(), S()

(p) (u ^ n)

(q) C_P * (S(I) - strike)

(r) C_P * (strike - S(I))

(s) 0 Step -1

(t) 0

(u) S(I) * u

(v) S(I) * d

(w) price(I)

(x) 0 Step 1

Q2: Please select appropriate answers from choices (a) to (u) to fill in 5 blank lines to finish the VBA code for implied volatility

(Note: Style = “euro” or “amer”, class = 1 for call and -1 for put, num as the number of steps. The function “binomial_all2” has been defined in Q1)

=============================================================================

Function ImpliedVol3(Style As String, class As Double, S0 As Double, K As Double, T As Double, _

                     r As Double, q As Double, num As Integer, market As Double)

Dim indicator As Integer

Dim v As Double

Dim binoprice As Double

binoprice = 0

indicator = 1

v = 0.001

For _____(1)________ = 1 To 100000

    binoprice = binomial_all2(________(2)__________)

    If ____(3)____________ Then

        ImpliedVol3 = v

        ____(4)_______________

    End If

    v = v + 0.001

Next

If ____(5)_________ Then MsgBox "Volatility over 1000%"

End Function

=================================================================================

Choices for Q2:

(a) 0.001

(b) 10000

(c) ElseIf

(d) indicator

(e) v

(f) binoprice

(g) binoprice = market

(h) 10000 <= indicator  

(i) 10000 < indicator  

(j) binoprice <= market

(k) binoprice >= market

(l) 100000 < indicator  

(m) 100000 <= indicator  

(n) Exit If

(o) market

(p) Style, C_P, S0, K, T, r, q, v, num

(q) Style, class, S0, K, T, r, q, v, num

(r) Style, C_P, S0, K, T, r, q, v, n

(s) Exit

(t) Style, class, S0, K, T, r, q, v, n

(u) Exit For

...

...

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