$(a) = PE Use the limit definition of derivative to calculate f'(x). (x + 0.) (b) Find an equation of the tangent line to y = f(x), through the point (1, f(1)).
fr(a) = line 6(zn) – 863 ve en su i 24 ho xth ni ho = lim дэO are – 27th Va(ath) h (are -Nath) (2x + 2Vath) V7/(x+10 h (258 +/ath) 4x – 24th) Volcnta) h(252 +2/2+) = linu – nyo = lim ho Vecht»)[#268 +2 Vatu) 24 x(452)
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