MTS 102 Pre Test 0% 1 Created by Oladeji Timilehin Daramola MTS 102 NOTE: The quiz is meant for revision purpose only! Join the 100 level group to access other quiz CLICK TO JOIN 1 / 15 is 0 1 6 infinity 2 / 15 Suppose It follows necessarily that g is not defined at x= 0 g is not continuous at x = 0 The limit of g(x) as X approaches 0 equals 1 g’(0) =1 3 / 15 Choose the alternative that is the derivative dy/dx is -1 0 1 Infinity 4 / 15 The slope of the curve at the point where y = 2 is -2 1/4 -1/2 1/2 5 / 15 If [xl is the greatest integer in x, then what is -1 0 1 2 The limit does not exist 6 / 15 is 0 1 1/4 None of these 7 / 15 If f(a) = f(b) = 0 and f(x) is continuous on [a, b], then f(x) must be identically zero f’(x) may be different from zero for all x on [a, b] there exists at least one number c, a<c<b, such that f'(c) =0 none of the preceding is true 8 / 15 is 1 0 -4 -1 9 / 15 Let y = f(x) and x = h(y) be mutually inverse functions. If f’(2) = 5, then what is the value dx/dy at y=2? -5 -1/5 1/5 5 It cannot be determined from the information given. 10 / 15 Suppose y = f(x) and x = are mutually inverse functions. If f(1) = 4 and dy/dx = -3 at x=1, then dx/dy at y = 4 equals -1/3 -1/4 1/3 3 4 11 / 15 is 0 1/12 1 192 12 / 15 is 1 0 -1/2 -1 13 / 15 If differentials are used for computation, then the best approximation, in cubic inches, to the increase in volume of a sphere when the radius is increased from 3 to 3.1 in. si 11.3 11.7 12.1 33.9 14 / 15 is 0 infinity Non existent -1 1 15 / 15 is 1/4 3 0 1 Your score is LinkedIn Facebook Twitter VKontakte Restart quiz Send feedback