Continuous Extensions 41. Define g(3) in a way that extends g(x) = (x2-9)/(x continuous at x 3) to be Theory and Exa 55. A continuou and positive 3. 42. Define h(2) in a way that extends h(t) to be continuous at t 3t- 10)/(t 2) 2. one solution 43. Define f(1) in a way that extends f(s) = (s3-1)/(s - 1) to be continuous at s = 1 56. Explain wh 57. Roots of a three soluti 44. Define g(4) in a way that extends g(x) (x2 - 16)/(x2 3x 4) 58. A functio (x- b)2 + to be continuous at x 4. 45. For what value of a is 59. Solving a are values fax) =x- 1, x3 2ах, f(x) 60. Explain x 2 3 informatic continuous at every x? a. Find t 46. For what value of b is b. Find t Sx g(x)bx crosse x<-2 х, c. Find a d. Find continuous at every x? 1 у 3 47. For what values of a is e. Solve f(x)ax-2a 12, 61. Remova x z 2 that is co x< 2 removab continuous at every x? 48. For what values of b is 62. Nonren that is c x - b a nonre b1' g(x) 11 discont x2 +b, x > 0 63. A func continuous at every x? a. Use 49. For what values of a and b is co fun -2, x<-1 ix b, -1

Continuous Extensions 41. Define g(3) in a way that extends g(x) = (x2-9)/(x continuous at x 3) to be Theory and Exa 55. A continuou and positive 3. 42. Define h(2) in a way that extends h(t) to be continuous at t 3t- 10)/(t 2) 2. one solution 43. Define f(1) in a way that extends f(s) = (s3-1)/(s - 1) to be continuous at s = 1 56. Explain wh 57. Roots of a three soluti 44. Define g(4) in a way that extends g(x) (x2 - 16)/(x2 3x 4) 58. A functio (x- b)2 + to be continuous at x 4. 45. For what value of a is 59. Solving a are values fax) =x- 1, x3 2ах, f(x) 60. Explain x 2 3 informatic continuous at every x? a. Find t 46. For what value of b is b. Find t Sx g(x)bx crosse x<-2 х, c. Find a d. Find continuous at every x? 1 у 3 47. For what values of a is e. Solve f(x)ax-2a 12, 61. Remova x z 2 that is co x< 2 removab continuous at every x? 48. For what values of b is 62. Nonren that is c x - b a nonre b1' g(x) 11 discont x2 +b, x > 0 63. A func continuous at every x? a. Use 49. For what values of a and b is co fun -2, x<-1 ix b, -1

Name: #46 Continuous Extensions41. Define g(3) in a way that extends g(x) =
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Description: #46 Continuous Extensions41. Define g(3) in a way that extends g(x) = (x2-9)/(xcontinuous at x3) to beTheory and Exa55. A continuouand positive3.42. Define h(2) in a way that extends h(t)to be continuous at t3t- 10)/(t 2)2.one solution43. Define f(1)