2. Use the flow graph of K, to answer the following questions. K₂ a. Identify each edge and the capacity in graph K, Enter your answer in the space below the question. For example: cs, o) - 4 b. What is the flow into vertex a and the flow out of a? Flow into a. Flaw out of am c. What is the flow into vertexe and the flow out of c? Flow into e - Flow out of c= d. What is the flow out of sources and the flow into 2? Flow into sm Flaw out of t=

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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2. Use the flow graph of K, to answer the following questions.
66
34
8/8
3:3
111
K₂
2/2
a. Identify each edge and the capacity in graph
K. Enter your answer in the space
below the question.
For example: d(s, 0) = 4
b. What is the Low into vertes a and the flow out ola?
Flow into a..
Flow out of d-
c. What is the flow into vertex & and the flow out of e?
Flow into c-
Flow out of c=
d. What is the flow out of sources and the flow into ??
Flow into s-
Flow out of t
Transcribed Image Text:2. Use the flow graph of K, to answer the following questions. 66 34 8/8 3:3 111 K₂ 2/2 a. Identify each edge and the capacity in graph K. Enter your answer in the space below the question. For example: d(s, 0) = 4 b. What is the Low into vertes a and the flow out ola? Flow into a.. Flow out of d- c. What is the flow into vertex & and the flow out of e? Flow into c- Flow out of c= d. What is the flow out of sources and the flow into ?? Flow into s- Flow out of t
Expert Solution
Step 1 Brief introduction

Flow graph

  • Flow graph is a directed graph where each edge has capacity and each edge receives a flow .
  • The amount of flow on an edge cannot exceed the capacity of the edge.
  • A flow must satisfy the restriction that the amount of flow into a vertex equals the amount of flow out of it.
  • Source-Which has only outgoing flow.
  • Sink-Which has only incoming flow.
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