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Identify a function f and a point x = a for which the given limit represents f '(a). lim x→−4 (sqrt. (29 + x) -x) / (x+4) f(x)= ? a=?

Identify a function f and a point x = a for which the given limit represents f '(a). lim x→−4 (sqrt. (29 + x) -x) / (x+4) f(x)= ? a=?
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2 votes
Identify a function f and a point

x = a for which the given limit represents
f '(a).

lim x→−4 (sqrt. (29 + x) -x) / (x+4)
f(x)= ?
a=?

asked
User Tyler Forsythe
by
8.0k points

1 Answer

2 votes
f(x) = (sqrt(29 + x) - x) / (x + 4)

a = -4
answered
User MigDus
by
7.8k points
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