Asked by Kelly
A piecewise function is given. Use the function to find the indicated limits, or state that a limit does not exist.
(a) lim is over x-->d – f(x), (b) lim is over x-->d + f(x), and (c) lim is over x-->d f(x)
x^2 - 5 if x < 0
f(x)= -2 if x ->0 ; d = -3
1. (a)-5 (b)-2 (c)does not exist
2. (a)4 (b)4 (c)4
3. (a)-2 (b)-5 (c)does not exist
4. (a)-5 (b)-2 (c)-2
(a) lim is over x-->d – f(x), (b) lim is over x-->d + f(x), and (c) lim is over x-->d f(x)
x^2 - 5 if x < 0
f(x)= -2 if x ->0 ; d = -3
1. (a)-5 (b)-2 (c)does not exist
2. (a)4 (b)4 (c)4
3. (a)-2 (b)-5 (c)does not exist
4. (a)-5 (b)-2 (c)-2