X if x 3, lim f (x) = (if the limit is undefined, enter x-3 "undefined")(1 point) lim Vx + 4 x-2 x - 3 (if the limit is undefined, enter "undefined")y (1 point ) A (5,-6) Using the graph of f (x) above, compute the following limits. If a limit is undefined, enter "undefined". lim f(x) = x-5 lim f(x) = x- 5+ lim f (x) = x-5y 1 (-5,6) (1 point) (-5,0) Using the graph of f(x) above, compute the following limits. If a limit is undefined, enter "undefined". lim f(x) = x- -5- lim f(x) = x- -5+ lim f(x) = x- -52x + 5 (1 point) lim (if the limit is x-4 8 - x undefined, enter "undefined")(1 point) If lim f(x) = 9, lim f(x) = 2, lim g(x) = 5, and x-+2 X-5 x-9 lim g(x) = 2, compute the following limits. If a limit is x-2 undefined, enter "undefined". lim f (x) + g(x) = x-2 lim f(x) - g(x) = x-2 lim f (x)g(x) = x-2 lim f(x)/g(x) = x-2 lim 14 f(x) = x-2(1 point) Using the graph of f (x) above, compute the following limits. If a limit is undefined, enter "undefined". lim f (x) = x>4 lim f (x) = x>3 y (1 point) (4,6) (4,0) Using the graph of f(x) above, compute the following limits. If a limit is undefined, enter "undefined". lim f (x) = x-4 lim f(x) = x-4+ lim f (x) = x-4\f(1 point) lim x2 = (if the limit is undefined, x-+3 enter "undefined")(1 point) Using the graph of f (x) above, compute the following limits. If a limit is undefined, enter "undefined". lim f (x) = x>0 1imf(x) = x>3