Answer a-c, chose the conditions that satisfies the graph (This is all about Basic Calculus: Continuity of a Function). Based on the given values, illustrate weather the function is continuous or discontinuous atthe interval. Chose the conditions that satisfies the graphA. f(c) is undeinedB. lim f(x) DNEC. lim f(x) # f(c)D. Continuousb.ƒ(2) = 5lim f (x) = 3с.f(3) = undefinedlim f(x) =а.ƒ(3) = 12%3DD-00lim f(x) = 11X→3-%3DX-3-lim f(x) = +0∞X-3+%3Dlim f(x) = 12X-3+%3D

a) Here, limx→3- f(x)=11≠12=limx→3+f(x) limx→3 f(x) does not exists a)-B] f is not continuous at…

Based on the given values, illustrate weather the function is continuous or discontinuous terval. Chose the conditions that satisfies the graph f(c) is undeined B. lim f(x) DNE C. lim f(x) # f(c) D. Continuous а. f(3) = 12 lim f(x) = 11 lim f(x) = 12 C. b. f(2) = 5 lim f(x) = 3 f(3) = undefinee lim f(x) = lim f(x) = +00 %3D = -00 X-3- X-2 x-3- X-3+ x-3+