Is the function (x² - 1)/(x - 1) continuous at x = 1? Answer this question by evaluating f(1) and lim f(x). x→1 Match the items in the left column to the appropriate blanks in the sentences and the equations on the right. Make certain each sentence and equation is complete before submitting your answer. not continuous not permissible to divide by zero not defined continuous 0.5 lim [] 2 defined lim The function (²-1)/(x - 1) is because f(1) is be simplified to (x² - 1)/(x-1)= x + 1 because it is To calculate the limit, use L'Hopital's rule: f(x) 2-1 g(x) lim [df(x)/dx *1dg(x)/dx = lim Reset Help The expression