Solution-Difference between two consecutive cubes is never

Difference between two consecutive cubes is never even

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Reference no: EM131586908

Question: 1. Figure shows an actual street intersection. Create a graph and properly vertex-color it to find the smallest number of patterns needed in the traffic light cycle. You will have at least one low-degree vertex. How is this useful in terms of traffic flow?

2. Let n be an integer. Is it always true that the difference between two consecutive cubes is never even? Explain.

Reference no: EM131586908

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Difference between two consecutive cubes is never even

Reference no: EM131586908

Reference no: EM131586908

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