The v -t graph for the motion of a car as it moves along a straight road is shown. When t-0, a-0. (Eigure 1) Choose the correct s t graph. s (m) 100 - 25 + 5(031 - 15) 25 s - 02 3 (m) 100 S- 75 + 5(0.1r - 0.5)2 75 0.6 (6) 15 3 (m) 100 s-7.5t-0.25r + 43.75 75 Figure 1 of 1 - 06 (m/s) 15 100 s = 2251 - 0.751 - 68.75 (s) 15 25

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Chapter1: Units, Trigonometry. And Vectors
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The v -t graph for the motion of a car as it moves along a straight road is shown.
When t = 0, s = 0. (Figure 1)
Choose the correct s-t graph.
s (m)
100
s = 25 + 5(03t – 15)12
25
s - 0.23
t (s)
15
s (m)
100
5 = 75 + 5(0.1r - 05)2
75
s - 0.63
(s)
15
s (m)
100
= 7.5t - 0.25 + 43.75
75
Figure
< 1 of 1>
s - 0,6
t (s)
v (m/s)
15
15
s (m)
100
v = 0.612
s = 22.5t - 0.7512 – 68.75
I (s)
15
25
Transcribed Image Text:The v -t graph for the motion of a car as it moves along a straight road is shown. When t = 0, s = 0. (Figure 1) Choose the correct s-t graph. s (m) 100 s = 25 + 5(03t – 15)12 25 s - 0.23 t (s) 15 s (m) 100 5 = 75 + 5(0.1r - 05)2 75 s - 0.63 (s) 15 s (m) 100 = 7.5t - 0.25 + 43.75 75 Figure < 1 of 1> s - 0,6 t (s) v (m/s) 15 15 s (m) 100 v = 0.612 s = 22.5t - 0.7512 – 68.75 I (s) 15 25
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