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Let G be a graph with vertex set V(G) and edgelist E(G) A subgraph of G is a graph all of whose vertices belong to V(G) and all of whose edges belong to E(G) For example, if G is the connected graph below where V(G) = {u, v, w, z} and E(G) = (uv, uw, vv, vw, wz, wz} then the following four graphs are subgraphs of G̉ v , ŗ m @ N Ǝx A X r W l X x A I t B X _ b N X v ͉ v g ^ T g B ŗ m A Љ ی J m ɂ _ C N g ȃT r X B肷 A Ђ ߂ɁA ł G X j b N G X j b N G ݁A G X j b N C e A Ƃ Ďv ԁA h ȕ ȐF B V b v Ō 镪 ɂ͏\ y ǁA ɒu ƂȂ 킴 Ƃ炵 B ɂ A Ȋ ɂȂ ̂͂ Ƃ B ȋC A ɂ Ă Ȃ A ł ƍ l ̎v A ꂽ ̕ ͋C u _ G X j b N v ȎG ݁E C e A W ߂Ă݂܂ B Solved 5 Pts If F And G Are The Functions Whose Graphs Are Shown Let U X F X G X V X G F X And W X F X3 Find Each Derivative Course Hero ƒ}ƒbƒVƒ… ƒVƒ‡[ƒg ƒXƒgƒŒ[ƒg
