ok so having trouble with this have tried and trie but can seeem to come up with tthe answer. d/(1-d)^2=(d+1)^2 - 1/d
the answer we were given is d^5-2d^3-2d^2+3d-1=0
d/(1-d)^2=(d+1)^2 - 1/d
the LCD = d(1-d)^2
so multiply each term by that
d^2 = d(1-d)^2 (d+1)^2 - (1-d)^2
d^2 + (1-d)^2 = d[(1-d)(1+d)]^2
d^2 + (1-d)^2 = d[(1-d^2]^2
d^2 + 1 - 2d + d^2 = d(1 - 2d^2 + d^4)
d^2 + 1 - 2d + d^2 = d - 2d^3 + d^5
d^5 - 2d^3 - 2d^2 + 3d - 1 = 0 as shown in your answer