5. Which statement best describes the behavior of the function graphed below? HHHH -15 -10 -5 2 T 60 10 15 20 25 The fun

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answerhappygod
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5. Which statement best describes the behavior of the function graphed below? HHHH -15 -10 -5 2 T 60 10 15 20 25 The fun

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5 Which Statement Best Describes The Behavior Of The Function Graphed Below Hhhh 15 10 5 2 T 60 10 15 20 25 The Fun 1
5 Which Statement Best Describes The Behavior Of The Function Graphed Below Hhhh 15 10 5 2 T 60 10 15 20 25 The Fun 1 (25.77 KiB) Viewed 51 times
5 Which Statement Best Describes The Behavior Of The Function Graphed Below Hhhh 15 10 5 2 T 60 10 15 20 25 The Fun 2
5 Which Statement Best Describes The Behavior Of The Function Graphed Below Hhhh 15 10 5 2 T 60 10 15 20 25 The Fun 2 (24.94 KiB) Viewed 51 times
5. Which statement best describes the behavior of the function graphed below? HHHH -15 -10 -5 2 T 60 10 15 20 25 The function is continuous on the interval. The function is discontinuous at y = 5 because as y approaches 5. x approaches infinity. The function is discontinuous at x = 5 because as x approaches 5 from the right side. y approaches -3, and as x approaches 5 from the left side, y approaches -3 also. The function is discontinuous at x = 5 because as x approaches 5 from the right side, y approaches positive infinity, but as x approaches 5 from the left side, y approaches

6:08 Take Quiz The function is continuous on the interval The function is discontinuous at y = 5 because as y approaches 5.x approaches infinity. The function is discontinuous at x = 5 because as x approaches 5 from the right side, y approaches-3, and as x approaches 5 from the left side, y approaches-3 also. The function is discontinuous at x = 5 because as x approaches 5 from the right side, y approaches positive infinity, but as x approaches 5 from the left side, y approaches negative infinity. The function is discontinuous at x = 5 because as x approaches 5 from the left side, y approaches positive infinity, but as x approaches 5 from the right side, y approaches negative infinity. Exit
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