Answer:
L(997) = 0.001003
Explanation:
L(x) = f(a) + f'(a)(x-a)
f'(x) =
a = 1000
x = 997
L(997) = f(1000) + f'(1000)(997-1000)
L(997) = (1/1000) + (-1/(1000^2))*(-3)
L(997) = +
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