Arrange the expressions for which limits exist in ascending order of their limit values. lim 2x2 - 5x + 4 (2 + 2) 2 lim 3x + 12 24 + 14x + 28 lim Etc - 12 +4 lim 2x4+ 5x - 2 x2+ 2 lim 20 - 520 x-5 100-00 lim 24 - 5x - 14 3x - 21 lim 24 - 5x + 6 c - 3 lim E - 11 x+2 Reset NextIdentify the discontinuous functions and arrange them according to the positions of their points of infinite discontinuity on the coordinate plane, from the farthest left to the farthest right. Classify the functions as continuous or discontinuous. f (ac) = 24-14x + 24 9 (2 = 2 - 2x -48 ha = - 2 +7 x2 + 3x - 28 x2 - 64 02 - x+4 i (x) = ' + 21x + 104 j z = 2 2 - 16 ka = 2x -10 x + 13 x2 + 16 202 + 9 x2 + 2+ 25 mac = 2 - 196 x2 + 14 Continuous Discontinuous Reset Next\fIn using induction to prove that 72\" + 1 + 32\" + 1 is divisible by 10, what statement can be represented by Sk+ 1? A. 72" + 1 + 32\" + 1 = 10p, where p is an integer B. 72\" + 3 + 32\" + 3 = 10p, where p is an integer C. 72n+1+32n+1 = 10 D. 72n+3+32n+3 = 10 Identify each expression and value that represents the area under the curve y = -0.01x2 + 40 on the interval [-10, 10]. 396.67 square units lim E -0.01 -10 + 10k + 40 10 square units lim 780 80k 80k2 square units lim 390 20k 10k2 square units 7-0 K=1 n mckin 780 80k 80k2 lim square units 846.67 square units n 793.33 square units im -0.01(-10 + 20k )" + 40 20 s square units Reset Next