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track. b Show how Pip can complete the circuit by adding more than 270 cm of track. D:

track. b Show how Pip can complete the circuit by adding more than 270 cm of track. D:

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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I just need part b to be done, thankyou!

Intermediate Problems 14 Slot Cars Pip is building model car racing tracks using a large supply of the two are snapped together, both types measure 20 cm x 20 cm. In the first types of square plate shown. Ignoring the tabs and slots where plates the second, the track is a quarter circle joining the middles of adjacent type, the track is a straight line joining the middles of opposite sides. In sides. Plates can be snapped together in any orientation, as long as the track is continuous. 20 cm 20 cm 7 20 cm Pip wants to complete the track shown below but, because there is lim- ited space, additional plates can only be put in the 4 x 4 grid indicated by dotted lines.
Transcribed Image Text:Intermediate Problems 14 Slot Cars Pip is building model car racing tracks using a large supply of the two are snapped together, both types measure 20 cm x 20 cm. In the first types of square plate shown. Ignoring the tabs and slots where plates the second, the track is a quarter circle joining the middles of adjacent type, the track is a straight line joining the middles of opposite sides. In sides. Plates can be snapped together in any orientation, as long as the track is continuous. 20 cm 20 cm 7 20 cm Pip wants to complete the track shown below but, because there is lim- ited space, additional plates can only be put in the 4 x 4 grid indicated by dotted lines.
8 Intermediate Problems a Show how Pip can complete the circuit by adding less than 120 cm of track. b Show how Pip can complete the circuit by adding more than 270 cm of track. c Explain why, no matter how the circuit is completed, Pip must place an even number of additional curved plates. d Explain why, no matter how the circuit is completed, Pip must place an odd number of additional straight plates.
Transcribed Image Text:8 Intermediate Problems a Show how Pip can complete the circuit by adding less than 120 cm of track. b Show how Pip can complete the circuit by adding more than 270 cm of track. c Explain why, no matter how the circuit is completed, Pip must place an even number of additional curved plates. d Explain why, no matter how the circuit is completed, Pip must place an odd number of additional straight plates.
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