Euler's formula (v-e+f=2) holds for all connected planar graphs. What if a graph is not connected? Suppose a planar graph has two components. What is the value of ve + f now? Suppose a planar graph has k components. What is the value of v -e+f? Choose an answer: k+1✔✔

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
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Chapter4: Equations Of Linear Functions
Section4.3: Parallel And Perpendicular Lines
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Euler's formula (v-e+ f = 2) holds for all connected planar graphs. What if a graph is not connected?
Suppose a planar graph has two components. What is the value of ve + f now?
Suppose a planar graph has k components. What is the value of ve+f? Choose an answer: k+1v
Transcribed Image Text:Euler's formula (v-e+ f = 2) holds for all connected planar graphs. What if a graph is not connected? Suppose a planar graph has two components. What is the value of ve + f now? Suppose a planar graph has k components. What is the value of ve+f? Choose an answer: k+1v
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