lim x aproaches 0 £1-4x/x
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We use L Hospital's rule to solve it.
Now,
lim (x → 0) (1 - 4x)/x [ 1/0 form ]
= lim (x → 0) (- 4/1)
= lim (x → 0) (- 4)
= - 4
Here, lim (x → 0) (any constant) = constant
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