LETSHUOER S12 Ultra - The One Planar for Most People, but for Me?
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YouTubePaul Wasabii
LETSHUOER S12 Ultra - The One Planar for Most People, but for Me?
Thank you to LETSHUOER for sending the S12 Ultra, find it here: https://letshuoer.net/products/letshuoer-s12-ultra Timecodes: 00:00 Intro and Close Up 01:09 Graph Chat 01:49 Is it the same as S12 2024 04:26 S08 06:24 Pros 10:17 Why I prefer S12 2024
已浏览 4 次1 周前
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(a) [BB] Show that the graph is planar by drawing an isomorphic plane graph with straight edges. (b) [BB] Label the regions defined by your plane graph and list the edges which form the boundary of each region. (c) [BB] Verify that V-E R=2, N ≤2 E, and E ≤3 V-6 (where, as defined in the proof of Corollary 14.1 .3, N is the sum of the numbers of edges on the boundaries of all regions). | Numerade
(a) [BB] Show that the graph is planar by drawing an isomorphic plane graph with straight edges. (b) [BB] Label the regions defined by your plane graph and list the edges which form the boundary of each region. (c) [BB] Verify that V-E R=2, N ≤2 E, and E ≤3 V-6 (where, as defined in the proof of Corollary 14.1 .3, N is the sum of the numbers of edges on the boundaries of all regions). | Numerade
numerade.com2020年8月2日
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