1 . Following is the graph of a function f. Note that f(2) = 4) 21 -4 -2 2 4 X -20 Find the quantities below (or write DNE): -4 Note that if a limit is too, you should say, and don't write DNE) a) lim f (x) = i) lim f (x) = ( -> - 2 + x -+ 2 - b) lim f (x) = x -> - 2 - i ) f' ( - 3 ) = C) lim f (x) = x - - 2 k) lim f' (x) = *- 2 - d) f(-2) = 1) lim f'(x)= x-+0 Asluoleo wor esob andW () e) im f (x) = x -+ 0+ m) f' (0) = f) lim f (x) = n) My estimate for f'(-1) is about g lim f (x) = * -+0 0 ) f ( f ( - 4 ) ) = h) f(0) = p) The number of zeros of f (x) is NOTE: Use interval notation below q The interval(s) where f is increasing at a decreasing rate are r) Domain off is S) Range of f is t) Give the values of x where f is discontinuous