For each piecewise function, find the x-coordinate(s) for which there are points of discontinuity. Hint: Substitute the x-value into each equation. If the answers are not equal, the x-value is a point of discontinuity. x, if x <1 y 71. g(x) = 75. Зх- 1, if x > 1 2, if x <-2 72. h(x) = x + 1, if- 2 2 2, if x <-2 y g(x) = 0, if x = -2 73. 76. -2. (-2x-11, if x < -4 74. f(x) = 2x + 5, if x 2-4 Choices for 71-76 A) AB) 3 B) 0. AC) 4 C) AD) 6. D) AE) 7 E) -2 BC) No points of digau

Algebra and Trigonometry (6th Edition)
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Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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For each piecewise function, find the x-coordinate(s) for which there are points of
discontinuity. Hint: Substitute the x-value into each equation. If the answers are not equal,
the x-value is a point of discontinuity.
x, if x <1
71.
g(x) =
75.
3x-1, if x>1
2, if x <-2
+1
72.
h(x) =
x + 1, if - 2<x<2
2x, if x > 2
2, if x <-2
g(x) =
0, if x = -2
73.
76.
-2:
(-*+if x>-2
(-2x-11, if x < -4
74.
f(x) =
2x + 5, if x >-4
Choices for 71-76
A)
AB)
3
B)
AC)
4
C)
AD)
6.
D)
AE)
7.
E)
-2
BC) No points of
discontinuity
Transcribed Image Text:For each piecewise function, find the x-coordinate(s) for which there are points of discontinuity. Hint: Substitute the x-value into each equation. If the answers are not equal, the x-value is a point of discontinuity. x, if x <1 71. g(x) = 75. 3x-1, if x>1 2, if x <-2 +1 72. h(x) = x + 1, if - 2<x<2 2x, if x > 2 2, if x <-2 g(x) = 0, if x = -2 73. 76. -2: (-*+if x>-2 (-2x-11, if x < -4 74. f(x) = 2x + 5, if x >-4 Choices for 71-76 A) AB) 3 B) AC) 4 C) AD) 6. D) AE) 7. E) -2 BC) No points of discontinuity
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