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A Stone Is Thrown Straight Up from the Roof of an 48-Ft

Question 122

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A stone is thrown straight up from the roof of an 48-ft building. The distance (in feet) of the stone from the ground at any time t (in seconds) is given by A stone is thrown straight up from the roof of an 48-ft building. The distance (in feet) of the stone from the ground at any time t (in seconds) is given by . Sketch the graph of h. When is the stone rising, and when is it falling? If the stone were to miss the building, when would it hit the ground? A) Rising in the time interval (0, 1) ; falling in the time interval (1, 3) ; when t = 3sec B) Rising in the time interval (3, -1) ; falling in the time interval (-1, 1) ; when t = 1sec C) Rising in the time interval (0, 1) ; falling in the time interval (1, 3) ; when t = 3sec . Sketch the graph of h. When is the stone rising, and when is it falling? If the stone were to miss the building, when would it hit the ground?


A) A stone is thrown straight up from the roof of an 48-ft building. The distance (in feet) of the stone from the ground at any time t (in seconds) is given by . Sketch the graph of h. When is the stone rising, and when is it falling? If the stone were to miss the building, when would it hit the ground? A) Rising in the time interval (0, 1) ; falling in the time interval (1, 3) ; when t = 3sec B) Rising in the time interval (3, -1) ; falling in the time interval (-1, 1) ; when t = 1sec C) Rising in the time interval (0, 1) ; falling in the time interval (1, 3) ; when t = 3sec Rising in the time interval (0, 1) ; falling in the time interval (1, 3) ; when t = 3sec
B) A stone is thrown straight up from the roof of an 48-ft building. The distance (in feet) of the stone from the ground at any time t (in seconds) is given by . Sketch the graph of h. When is the stone rising, and when is it falling? If the stone were to miss the building, when would it hit the ground? A) Rising in the time interval (0, 1) ; falling in the time interval (1, 3) ; when t = 3sec B) Rising in the time interval (3, -1) ; falling in the time interval (-1, 1) ; when t = 1sec C) Rising in the time interval (0, 1) ; falling in the time interval (1, 3) ; when t = 3sec Rising in the time interval (3, -1) ; falling in the time interval (-1, 1) ; when t = 1sec
C) A stone is thrown straight up from the roof of an 48-ft building. The distance (in feet) of the stone from the ground at any time t (in seconds) is given by . Sketch the graph of h. When is the stone rising, and when is it falling? If the stone were to miss the building, when would it hit the ground? A) Rising in the time interval (0, 1) ; falling in the time interval (1, 3) ; when t = 3sec B) Rising in the time interval (3, -1) ; falling in the time interval (-1, 1) ; when t = 1sec C) Rising in the time interval (0, 1) ; falling in the time interval (1, 3) ; when t = 3sec Rising in the time interval (0, 1) ; falling in the time interval (1, 3) ; when t = 3sec

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