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Consider \(f (x) = (1 - x)^5\). Let's approximate this for \(x = 0.01\) \(f' (x) =\) ? \((1 + x)^4\) \(f (x) \simeq f (0) + f' (0) \cdot x\) \(f (x) \simeq\) ? \(+\) ? \(x\) \(f (0.01) \simeq\) ?
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why do you have (1-x) for f(x) and (1+x) for f'(x)?
this is the way question is given
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