can you solve this for parameter c for me?
c^(-eta) = b*(1+r)*((1+r)*(a-c))^(-eta)
x^2+4x+4=0
$$\sum_{a}^{b}{C}$$ $\pi$ $\pi$
a
-15+11=4
x+y+z=1
x+y-z=1
x+y=1
x^2+4+4=0
x+3y-2z=0
2x-3y+z=0
3x-2y+2z=0
the polynomial x^3+ax^2+bx-7 when divided by x^2-x-2 leaves aremainder of 8x-1. find the values of c and e
...
(2/5)*(-3/7)-((1/6)*(3/2))+((1/14)*(2/5))