Answer:
The statement provided is incorrect.
Step-by-step explanation:
Reason
Let D be a directed graph with 'n' vertices and 'E' edges.
For instance, if 'n' equals 1, then D = (n,E).
In directed graphs, the in-degree refers to the count of incoming edges to a vertex, termed indegree.
This is denoted as deg⁺(n).
In a directed graph, it is known that
if deg⁻(n) = deg⁺(n) for each vertex n.
Response: 1232
Detailed breakdown: ( 8x10 -3) x(2x10 -4)
( 8x10 -3) = 77
(2x10 -4) = 16
77 x 16 = 1232
Final answer = 1232
