Minimize f = (x–1)^4 via analytical method starting at (1) x = -1, (2) x = -0.5, and (3) x = 0.0

alto reach gradient norm 10^-6 and also solve it using newtons method
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y=(x-1)^4... dy/dx=4*(x-1)^3=0 at x=+1...slope=0, so gotta be max or min... its a min
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