Cyclist Joe accelerates as he rides away. from a stop sign. His velocity graph over a 5 second period (in units of feet/sec) is shown in 16 12 / 8 4 20 1 2 3 4 5 Compute best possible lower estimate for the distance he travels over this period when di- viding [0, 5] into 5 equal subintervals and us- ing endpoint sample points. 1. 43 ft distance 2. 45 ft distance 3. 51 ft distance 4. 49 ft distance 5. 47 ft distance

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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Cyclist Joe accelerates as he rides away
from a stop sign. His velocity graph over a 5
second period (in units of feet/sec) is shown
in
20
16
12
/
8
4
1
2
3
4
5
Compute best possible lower estimate for the
distance he travels over this period when di-
viding [0, 5] into 5 equal subintervals and us-
ing endpoint sample points.
1.
43 ft distance
2.
45 ft distance
3.
51 ft distance
4.
49 ft distance
5.
47 ft distance
Transcribed Image Text:Cyclist Joe accelerates as he rides away from a stop sign. His velocity graph over a 5 second period (in units of feet/sec) is shown in 20 16 12 / 8 4 1 2 3 4 5 Compute best possible lower estimate for the distance he travels over this period when di- viding [0, 5] into 5 equal subintervals and us- ing endpoint sample points. 1. 43 ft distance 2. 45 ft distance 3. 51 ft distance 4. 49 ft distance 5. 47 ft distance
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