f(2) = 4 and f'(2) = 4 then Lt x=>2 xf(2) - 2 f (x) / x-2. y is given by
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Apply Lopital rule
differentiate numerator and denominator
to get Lt. (f2+ xf'2 - 2f'x)/-2
x->2.
4+8-8/-2
-2
differentiate numerator and denominator
to get Lt. (f2+ xf'2 - 2f'x)/-2
x->2.
4+8-8/-2
-2
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