There's a summation equation that I need to implement for various values of a variable x. Please help.
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The equation in question is:
P_bl= (A^Kcell/ Kcell ! ) * ( Summation (k=0 to Kcell) of A^k/ k !)^ -1
I have to prepare a MATLAB code for obtaining values of P_bl for varying values of A and Kcell. i. A=70 and Kcell=70:100 ii. Kcell= 75 and A= 40:160
Please help.
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Walter Roberson
2017-2-7
You have the significant problem that A^k is not defined for vector A. A^k is defined for scalars and for square matrices.
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Walter Roberson
2017-2-7
length(x) is 1 because of "syms x" .
syms x
means the same thing as
x = sym('x')
that is, x is overwritten with the symbolic name x. This destroys any previous meaning it had.
Perhaps in your symsum you mean that you wanted to process it for all the various values that are in the x vector you used. If so, then
syms k N
S=(symsum(A.^k/factorial(k),k,0,N))^-1;
subs(S, N, x)
Now look at
P_bl(i)= ((A^x)/factorial(x))*S
This does not involve "i" at all. Also, the symsum version is building a total but the loop version is not building a total.
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