Evaluate the limit: lim (8t - 7) = t-+4\fx'+ 7x - 18 Evaluate the limit: lim r - 2Evaluate the limit: 63 - 8 lim = b-+2 b - 2(-7+ h)=-49 Evaluate the limit: lim h-+0 hThe graph below is the function at) This function is not continuous at a: = 2. Determine which one of the following rules for continuityr is the first that is violated when a = 2. Q u) is defined. D Em rim) = fie)- II'. D Em x} exists. Ii'- \fEvaluate the limit: lim 7x - 4x = T-+3Evaluate the limit lim 8(7x + 8) T-+3Evaluate the limit: lim 2 = T-+13Evaluate the limit lim 3x" + 8) (5x + 6) T-+5\f\fEvaluate the limit: + 7x + 10 lim T-+-5 -8x - 40\fx2 - 8x +7 Evaluate the limit: lim x-19h2 + xh - 2h Evaluate the limit: lim h-0 h\f(3+ h)2 - 9 Evaluate the limit: lim h-0 h\fEvaluate the limit: 9x lim 6:x + 36 - 66x -7 if x 10 Show that f(a) has a jump discontinuity at a = 10 by calculating the limits from the left and right at x = 10. lim f(x) T-+10 lim f(x) x-+10+The graph below is the function f() -5 -4 -3 -2 -4 2 Determine which one of the following rules for continuity is first violated at a = -1. Of(a) is defined. O lim f(x) exists. O lim f(x) = f(a).The graph below is the function f(a) -5 -4 -3 -2 -1 Determine which one of the following rules for continuity is violated first at x = 2. Of(a) is defined. O lim f(x) exists. O lim f(x) = f(a).The graph below is the function f(a) -5 -4 -3 -2 -1 2 4 Determine which one of the following rules for continuity is violated at x = 2. Of(a) is defined. O lim f(x) = f(a). O lim f(x) exists