A particle moves along a coordinate line and s, its directed distance in centimeters from the origin after t seconds, is given by s = f(t) = v6t + 3. Find the instantaneous velocity of the particle after 3 seconds. centimeters per secondLet f(a) = 4x - 4. Find f'(-2) using the definition of the derivative. That is, evaluate f'(-2) = lim f( -2 + h) - f(-2) h w hLet f(a) = 4x* + 5x. Find f (x ) using the definition of the derivative. f() = lim f(x th) - f(x) h +0 hFind g' (c) if g(x) = 2/(x + 2). Use the alternative definition of the derivative given on page 101. g'(c) = lim g(x) - g(c) C - C