5. The graph models the height of a remote-control helicopter over 20 seconds during flight. 50 (0,46) 40 Over which interval does the helicopter have the slowest average rate of change? (1) 0 to 5 seconds (2) 5 to 10 seconds (3) 10 to 15 seconds (4) 15 to 20 seconds 30 (10.20) 20 (20.17) (5,19) 10 (15,14) 5 10 15 20 Time (seconds) 6. In the functions fAx) = kx² and g(x) = |kr}, k is a positive integer. If k is replaced by . which statement about these new functions is true? (1) The grapfis of both f(x) and g(x) become wider. (2) The graph of f(x) becomes narrower and the graph of g(x) shifts left. (3) The graphs of both ſx) and g(x) shift vertically. (4) The graph of f(x) shifts left and the graph of g(x) becomes wider. Height (t)

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Chapter2: Second-order Linear Odes
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5. The graph models the height
of a remote-control helicopter
over 20 seconds during flight.
50
(0,46)
三 401
Over which interval does the
helicopter have the slowest
average rate of change?
(1) 0 to 5 seconds
(2) 5 to 10 seconds
(3) 10 to 15 seconds
(4) 15 to 20 seconds
30
(10.20)
20
(20,17)
(5,19)
10
(15,14)
5 10 15 20
Time (seconds)
6. In the functions (x) = kr² and g(x) = |kx|, k is a positive integer. If k is
replaced by , which statement about these new functions is truc?
(1) The grapfis of both f(x) and g(x) become wider.
(2) The graph of (x) becomes narrower and the graph of g(x) shifts left.
(3) The graphs of both (x) and g(x) shift vertically.
(4) The graph of ſ(x) shifts left and the graph of g(x) becomes wider.
Helght (ft)
Transcribed Image Text:5. The graph models the height of a remote-control helicopter over 20 seconds during flight. 50 (0,46) 三 401 Over which interval does the helicopter have the slowest average rate of change? (1) 0 to 5 seconds (2) 5 to 10 seconds (3) 10 to 15 seconds (4) 15 to 20 seconds 30 (10.20) 20 (20,17) (5,19) 10 (15,14) 5 10 15 20 Time (seconds) 6. In the functions (x) = kr² and g(x) = |kx|, k is a positive integer. If k is replaced by , which statement about these new functions is truc? (1) The grapfis of both f(x) and g(x) become wider. (2) The graph of (x) becomes narrower and the graph of g(x) shifts left. (3) The graphs of both (x) and g(x) shift vertically. (4) The graph of ſ(x) shifts left and the graph of g(x) becomes wider. Helght (ft)
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