2. Sketch the graph of a function that is not continuous at x = 2 because: (/6) a. the function is not defined at x = 2, however lim f (x) exists. b. the function is not defined at x = 2, and lim f (x) does not exist. C. lim f (x) * lim f (x) , but f (2) is defined. a. b. C.9. Determine if the function is continuous or not. If it is not continuous, identify the value(s) of x at which any discontinuity occurs and classify the discontinuity: (/8) a. f(x)=x+8x-20 c. v(x)=* -25 x-5 b. r(x)= 2x d. ho= x+7 |x + 7) x+310. Find the value of the constant p so that the function is continuous for all real numbers: (/3) f (x) = 2px + 7, XE (-00,-3) 2x2 -5x - 2, XE [-3,00)